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ALLAN FERGUSON

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Digitized by the Internet Archive

in 20jQ8 with funding from

Microsoft Corporation-

http://www.archive.org/details/barlowstablesofsOObarlrich

UNDER THE SUPERINTENDENCE OF THE SOCIETY FOK THE DIFFUSION OF USEFUL KNOWLEDGE

BARLOW'S TABLES

or

SQUARES

CUBES

SQUARE ROOTS

CUBE ROOTS

RECIPROCALS

OF ALL INTEGER NUMBERS UP TO

10,000

STEREOTYPE EDITION EXAMINED AND CORRECTED

LONDON TAYLOR AND WALTON

BOOKSELLERS AND PUBLISHERS TO UNIVERSITY •28 rPPEfi tfOWER STREF.T MDCCCXL

fiUyJ. Mi-J^Ol.

LONDON :

PRINTED BY MOYES AND BARCLAY, CASTJ.E kTKEET,

LEICESTER SQUARE.

&A44

63

PREFACE.

This reprint of Mr. Barlow's Tables, as well as that of Lalande which pre- ceded it, was suggested by me to the Society for the Diffusion of Useful Knowledge on two grounds. The intrinsic merit of both works made me desirous of seeing them printed in a better type than any in which they had ever appeared ; added to which, the latter could only be procured from abroad, and the former was wholly out of print. In the second place, I had long been satisfied, that the old numeral symbols, in which most of the figures had beads or tails, were many times more legible than those of uniform height, introduced, I believe, by Dr. Hutton. From the time when the reprint of Lalande appeared (about twelve months ago) I have heard no one contest this position ; and the present work will shew that it is as true of a heavy page (as the printers call it) as of one in which there are fewer figures.

At the same time, I cannot claim any credit whatever for the accuracy with which either work has been examined and corrected, except that of knowing where to find those who could do both much better than myself. Mr. Farley, of the Nautical Almanac Office, is answerable for the work on these points : and I feel very sure, that the large number of computers to whom it will prove useful will admit his skill and accuracy ; though it must take years of trial and use of the tables to establish their freedom from error.

Mr. Barlow's Tables, containing those now published and many others, appeared in 1814; and, considering that they were not stereotyped, do great credit to the printer, (T. Davison, Lombard Street, Whitefriars). The obligations of mathematicians to the author, for the extent and accuracy, both unprecedented, of his work, have been frequently expressed. This republication (respecting the separate copyright of which an arrange- ment has been made by the publishers with Mr. Barlow) omits the tables which are of use only to the mathematician, and contains those which are wanted by the arithmetician and computer. They will be found useful to the more scientific class of engineers and surveyors for immediately obtaining results which are now usually got by logarithmic calculation or the sliding rule ; to actuaries (in the table of reciprocals) ; to school- masters, for obtaining examples of the ordinary rules of arithmetic ; to all, in fact, who are calculators by choice or necessity, though, of course, to some more than to others.

The process of printing has been as follows: From and after the number 1250 the proofs were first set up from Barlow's Tables, with which they were carefully read. The squares and cubes were then com- pletely examined by second and third differences, and the remaining tables by the same method, as far as second differences. When a second

97^

IV PREFACE.

difference appeared to indicate any probability of error it was itself ex- amined by the proper one of the following formulae,

Aa- =

x (x + 1)'

which give the same order of correctness as would arise from using the first two terms of the general theorem,

A2<p# = <p"x (A xf + <p'"x(Ax)3 + ....

and are abundantly sufficient for the purpose. When there seemed the least chance of an error of more than a unit in the last place, the square or cube root was itself examined ; and, in the case of the reciprocal, this was done when there appeared any chance of so much as a unit of error in the last place. Consequently, after 1250, there is remaining a possi- bility of any of the last figures being a unit wrong in the columns of square and cube roots ; that is to say, the ninth figure may be wrong by a unit, or the whole result by less than one part out of a thousand millions in the cube root, and less than the third part of that quantity in the square root; and even this proportion continually diminishing as we go towards the end of the table.

The sheets were then corrected and stereotyped, and an impression from the stereotype plates read with the copy of Barlow as corrected by the former examination. The progression of all leading figures was then examined, imperfect figures marked, and the stereotype proof returned for press.

The squares and cubes of all numbers under 1250 were of course examined as above described, and the square and cube roots by halving, &c. the proper roots of numbers above 1250. An error of a unit in the last place can therefore hardly exist in this part of the table, though it is barely possible in numbers not much below 1250. The reciprocals of numbers between 1000 and 1250 were examined by second differences, and those from 1 to 999 by the reciprocals of the corresponding decads.

The list of errors detected in Mr. Barlow's work is subjoined; it is very small, considering that there are upwards of half a million of figures subject to error. It will be found that those figures which, in the common way of printing them, are most distinct from the rest, have fewest errors made in them. Though every care has been taken to designate this list properly, yet there is still reason to fear that the tribe of careless persons who look upon three pages of a book, and talk as if they had examined it, will go away with the impression that it is a list of errata in the present volume.

I cannot ascertain that any tables of square roots, cube roots, or recipro- cals, comparable in extent to those of Mr. Barlow, were ever printed before his. The tables of squares and cubes up to 10,000 were printed by Guldinus in 1635, by J. P. Buckner (according to Murhard) in 1701, and by Seguin in 1801. The cubes to 100003, and the squares up to 254002, by Dr. Hutton, were published by the Board of Longitude in 1781.

A. DE MORGAN.

University College^ Dec. 23, 1839.

ERRORS DISCOVERED

IN THE

ORIGINAL TABLES

Dl

Square

'RING THE PREPARATION OF THIS EDITION

Square Root

of 3416

for 9066 reao

9056

of 138 for 3444 read

34oi

5749

0001

IOOI

"35 5568

5668

6298

43°4

4804

H39 '538

1535

6807

4623

4633

2454 8043

8643

6834

5556

3556

3252 87*02

57-02

7124

1876

1376

3940 4103

4193

7126

9376

9876

4515 7494

7497

7152

1004

1 104

4894 1397

1297

7419

1501

1561

6266 0097

0697

7456

1939

1936

6371 *8i55

•8185

7603

5809

5609

7597 776o

7710

8005

9025

0025

9585 '8030

•9030

8008

3064

8064

9586 -8081

•9081

8750

1500

2500

9587 '8132

•9132

Cube

Cube Root

of 1442 1727 2668 2736

3098

7383 1999 4236

2998

7583 1899 4256

of 936 2946

3779 747o 3940 2493 4809 16-57

1946 7610 2403 16-87

2797

5673 3256

5573 9256

4962 2398

3298

3111 3128

6285 4768

4778

0553

5553

6361 5865

8565

359°

9900

9000

3701

OIOI

IIOI

Reciprocal

4077

4553

4533

4775

4385

4375

of 1043 7738

7728

55i8

7832

1832

1973 7424

8424

5664

1849

1949

2414 2552

2502

5673

6756

3756

2489 1678

7678

5678

6752

575*

2822 3856

3586

5681

5723

4723

3349 5936

5966

7362

1236

1336

345o 8531

855i

7562

2423

2422

4815 4684

7684

8154

0886

0836

4855 9°59

2059

8438

2283

4283

49*3 54i8

5416

8450

1225

1125

5387 532i

6321

8472

0818

0048

5525 *995

0995

8501

7775

1775

6170 1746

0746

8528

146 1

140 1

6600 5145

5152

8724

7749

7727

7563 2223

2227

9389

5388

53o8

8352 7315

73i8

9456

8081

9081

8899 3775

3722

9499

3849

7849

8985 3066

2966

9572

8760

8770

9023 8289

8279

9672

2468

2448

9297 5816

5616

9737

5553

8553

9573 4805

4605

9738

8272

5272

9965 35H

35"

9760

7000

6000

REMARKS.

The division of the squares and cubes into pairs and triads is intended to facilitate tbe formation of squares and cubes of decimal quantities. The alteration of the unit's place by a figure must be followed by annexing or cutting off a pair in the square, or a triad in the cube. The same in the reciprocal must be followed by prefixing or cutting off a cipher. But to form the square or cube root of a decimal, nothing but pairs or triads must be cut off from the figures of the first column. The following list will shew what sort of results may be gained by simple inspection of the tables for the significant figures 234.

Number.

Square.

Cube.

•00234

•00 00 05 47 56

000 000 012 812 904

•0234

•00 05 47

56 ;

000 012 812 904

•234

•05 47 56

■012 812 904

2*34

5*47 56

12

-812 904

23-4

5 4y56

12 8l2

•904

234

5 47 56

12 8l2 904

2340

5 47 56 00

12 8l2 9O4OOC

1

23400 547560000 12 812 904 000 00c

»

Number.

Square Root.

Cube Root.

Reciprocal.

•00234

* '0483735465

f -132761439

427'3504

•0234

•152970585

§•284

42*73504

•2340

•483735465

•6 1 62240 1

4*273504

2-34

1-52970585

1-32761439

•4273504

23-40

4*83735465

2-860

•04273504

»34

15-2970585

6-1622401

•004273504

2340

48-3735465

13-2761439

•0004273504

23400

152-970585

28-60

•00004273504

Derived from KK) 23 40 by means of 2340.

t Derived from -002 340 by means of 2340.

§ The nearest result by simple inspection is obtained for '023 by 23. But four places correct can always be obtained by looking in the table of cubes for the nearest triad or triads, in this instance for 23 400; the cube beginning with the figures 23393 is that of 2860, whence '2860 is true to the last place, and is afterwards substituted, vi

SQUARES,

CUBES,

SQUARE ROOTS,

CUBE ROOTS, RECIPROCALS,

OF ALL INTEGER NUMBERS UP TO

10,000.

Num

Square.

Cube.

Squ. Root.

Cube Root.

Reciprocal.

2

3

4 9

1

8

27

1 0000000 1*4142136 1-7320508

i-ooooooo 1-2599210

1-4422496

1 "ooooooooo

0-500000000

'333333333

4 5 6

16

*5 36

64 125 216

2 -0000000 2*2360680 2*4494897

1-5874011 1-7099759 1-8171206

-250000000 •200000000 •166666667

7 8

9

49 64 81

343 729

2-6457513 2-8284271 3-0000000

1-9129312

2*0000000

2-0800837

•142857143 -125000000 •iniiiiii

IO

ii

12

1 00 1 21

144

1 000

i33i

1728

3-1622777 3-3166248 3*4641016

2-1544347

2*2239801 2-2894286

* 1 00000000 •090909091 '083333333

13 15

169 1 96

225

2197 2744 3 375

3-6055513 3-7416574 3-8729833

2-3513347

2-4101422 2*4662121

•076923077 •071428571 •066666667

16

17 18

2 56 289

3 24

4096 49*3 5832

4-0000000 4-1231056

4-2426407

2*5198421 2*5712816 2-6207414

•062500000 •058823529 •055555556

'9

20 21

3 61 400 441

6859 8 000 9261

4-3588989 4-4721360

4^825757

2*6684016

2*7144177 2*7589243

•052631579

•050000000 •047619048

22 23

24

484 529

576

10648 12 167

13824

4-6904158

4-79583I5 4-8989795

2*8020393 2*8438670 2*8844991

•045454545 •043478261 -041666667

25 26

27

625 676 729

15625 17576 19683

5-0000000 5-0990195 5-1961524

2-9240177

2-9624960 3-0000000

•040000000 •038461538

•037037037

28 29 30

784.

841

900

21952 24389 27 000

5-2915026 5-3851648

5-4772256

3-0365889 3*0723168 3-1072325

•035714286 •034482759 '033333333

3i 32

33

961

1024 10 89

29791

32 768 35937

5-5677644 5-6568542 5*7445626

3-1413806

3-1748021 3-2075343

•032258065 •031250000 •030303030

34 35 36

11 56

12 25 12 96

39 3°4 42875 46 656

5-8309519 5-9160798

6-ccooooo

3-2396118

3*2710663 3*3019272

•02941 1765 •028571429

•027777778

37 38 39

1369 1444 1521

5o653 54871 59 319

6-0827625 6-1644140 6-2449980

3-3322218

3*3619754 3-3912114

•027027027 •026315789 •025641026

40

42

1600 1681

1764

64000 68921

74088

6-3245553 6-4031242 6-4807407

3-4199519 3-4482172

3-4760266

•025000000 •024390244 •023809524

43

44 45

1849 1936

2025

79507 85 184 91 1*5

6-5574385 6-6332496 6-7082039

3-5033981 3-5303483 3-5568933

•023255814 •022727273 •022222222

46

47 48

21 16

2209 2304

97336 103 823 no 592

6-7823300 6-8556546 6-9282032

3-5830479 3-6088261 3-6342411

•021739130 •021276600 •020833333

49 5o

2401 2500

117 649

125000

7-0000000 7-0710678

3-6593057

3-6840314

•020408163 •02000C000

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Reciprocal.

53

2601

2704 28 09

132 651

140 608

148 877

7-1414284 7*2111026 7*2801099

3*7084298 3*7325111 3*7562858

•019607843 •019230769 •018867925

54 55 56

29 16 3025 3136

1 57 464' 166375 I756i6

7*3484692 7*4161985 7*4833148

3-7797631 3*8029525 3*8258624

•018518519 •018181818

•017857143

57 58 59

3*49 33 64 34.81

185 193 195 112

205 379

7*5498344 7*6157731 7*6811457

3*8485011 3*8708766 3*8929965

•017543860 •017241379 •016949153

60 61 62

3600 3721 3844

216 oco 226 981 238 328

7*7459667 7*8102497 7*8740079

3*9148676 3*9364972 3'95789i5

•016666667 •016393443 •016129032

63 64

65

39 69 4096

4225

250047

262 144

274625

7-9372539 8-ococooo 8*0622577

3*9790571 4*0000000 4*0207256

•015873016 •015625000 •01 5384615

66

67 68

43 56 4489 4624

287496

300763

314432

8*1240384 8*1853528 8*2462113

4*0412401 4-0615480 4*0816551

•015151515 •014925373 •014705882

69

70

7i

47 Ol 4900

5041

328 509

343 c°o 3579"

8*3066239 8*3666003 8*4261498

4*1015661 4*1212853 4*1408178

•014492754 •014285714 •014084507

72 73 74

5184 5329 5476

375 248 389017 405224

8*4852814 8*5440037 8*6023253

4*1601676 4*1793392 4*1983364

•013888889 •013698630 •013513514

75 76 77

5625 5776 5929

421875 438976 456533

8*6602540 8*7177979 8*7749644

4*2171633 4*2358236 4*2543210

•013333333 •013157895 •012987013

78

79 80

6084 6241 6400

474 552 493039 512 000

8*8317609 8*8881944 8-9442719

4*2726586 4*2908404 4*3088695

•012820513 •012658228 •012500000

81 82

83

6561 6724 6889

53i44i 551368

571787

9* 0000000 9*0553851 9-1104336

4*3267487

4*3444815 4*3620707

'012345679 •012195122 •012048193

84

85 86

7056 7225 7396

592 704 614 125 636 056

9*1651514

9*2195445 9-2736185

4*3795*9I 4*3968296

4*4140049

•011904762 •011764706

•011627907

87 88

89

7569

77 44 7921

658 5°3 681 472 704969

9-3273791 9*3808315 9*4339811

4*4310476 4'44796o2 4*464745 J

•01 1494253 •011363636 •011235955

90

91 92

8100 8281 8464

729 000

753 571 778688

9*4868330 9*5393920 9*5916630

4*4814047 4*4979414

4*5143574

•oiiiiiiii

•010989011 •010869565

93 94 95

8649 8836 9025

8o4 357 830584

857 375

9-6436508

9*6953597 9*7467943

4*53o6549 4*5468359 4-5629026

•010752688 •010638298 •010526316

96

97 98

99

100

92 16 9409 9604

884736 912673 941 192

9*7979590 9*8488578 9*8994949

4*5788570 4*5947009 4-6104363

•010416667 •010309278 •010204082

9801 1 0000

970 299 1 000 000

9*9498744 10*0000000

4*6260650 4*6415888

•oioioioio •oiooocooo

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

•00

IOI

I02

103

1 0201 1 04 04 1 0609

1 030 301 1 061 208 1 092 727

10*0498756 10*0995049 10*1488916

4*6570095 4*6723287 4*6875482

9900990 9803922 9708738

104

105

106

108 16 1 1025 1 12 36

1 124864 1 157625 1 191 016

10*1980390 10*2469508 10*2956301

4*7026694 4*7176940 4*7326235

9615385 9523810 9433962

107 108

109

1 1449 1 16 64 1 1881

1 225 043 1 259 712 1 295029

10*3440804 10*3923048 10*4403065

4*7474594 4*7622032 4*7768562

9345794 9259259 9174312

no III

112

1 21 00 12321

12544

1 3 3 1 000 1 367 631 1 404928

10*4880885 10*5356538 10*5830052

4*79Hi99 4*8058955 4*8202845

9090909 9009009 8928571

113 114

"5

12769 1 29 96

1 3225

1 442 897 1 481 544 1520875

10*6301458 10*6770783 10*7238053

4*834588i 4*8488076 4*8629442

8849558 8771930 8695652

116 117 118

I34 56 i 3689

13924

1 560896 1 601 613 1 643 032

10*7703296 10*8166538 10*8627805

4*8769990 4*8909732 4*9048681

8620690 8547009 8474576

119 120 121

1 41 61 14400 1 46 41

1 685 159 1 728 000 1 771 561

10*9087121 10*9544512

II'OOOOOOO

4*9186847 4*9324242 4*9460874

8403361

8333333 8264463

122 123

124

14884 1 51 29

153 76

1 815 848 1 860 867 1 906 624

11*0453610

11*0905365

11*1355287

4*9596757 4*9731898 4*9866310

8196721 8130081 8064516

125 126

127

» 56.25 15876 1 61 29

1953 125 2000 376 2048 383

11-1803399

11*2249722 11*2694277

5*0000000 5*0132979 5*0265257

8000000 7936508 7874016

128 129 130

16384 1 6641 1 6900

2097 152 2 146 689 2 197 000

11*3137085 11*3578167 11*4017543

5*0396842 5*0527743 5*0657970

7812500 7751938 7692308

131 132 133

17161 17424 1 7689

2248 091 2 299 968 2352637

11*4455231 11*4891253

11*5325626

5-0787531 5*0916434 5*1044687

7633588 7575758 7518797

134 136

17956 1 8225 1 8496

2 406 104 2460375 2515456

11*5758369

11*6189500 11*6619038

5*1172299 5*1299278 5*1425632

7462687 7407407 7352941

137 138 139

18769 19044 19321

2 571353 2 628 072 2 685 619

11*7046999 11*7473401 11*7898261

5*I55I367 5*1676493 5*1801015

7299270 7246377 7194245

140 141

142

1 9600 19881

2 01 64

2 744 oco

2 803 221 2863288

11*8321596 11*8743422

11*9163753

5*1924941

5*2048279 5*2171034

7142857 7092199

7042254

'43

144

H5

20449 207 36 2 1025

2 924207 2985 984

3 048 625

11*9582607

12*0000000

12*0415946

5*2293215 5*2414828

5*2535879

6993007 6944444 6896552

146

147 148

2 13 16 2 1609 21904

3 112 136

3 176523 3 241 792

12*0830460 12*1243557 i2*i6<- 1-251

5*2656374 5*2776321 5*2895725

6849315 6802721

6756757

149 150

2 220 1 22500

3 3°7 949 3375000

12*2065556

12*2474487

5-3014592 5*3132928

67 1 1409 6666667

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

•00

W1

152

153

228 01 2 31 04

23409

3442951 3 511 808

3 58i577

12*2882057 12-3288280 12*3693169

5-3250740 5*3368033 5-3484812

6622517 6578947 6535948

154 155 156

237 16 24025 2 43 36

3 652 264

3723875 3796416

12-4096736 12-4498996 12-4899960

5-3601084 5-3716854 5-3832126

64935o6 6451613 6410256

»57

158

»59

24649 24964 2 52 81

3869893 3 944 312 4019679

12-5299641 12-5698051 12-6095202

5-3946907 5-4061202 5*4175015

6369427 6329114 6289308

160 161 162

2 56 00 25921

2 6244

4 096 000 4173281 4251 528

12*6491106 12-6885775 12-7279221

5-4288352 5-4401218 5-4513618

6250000 6211180 6172840

163 164 165

2 65 69 26896

27225

4 33° 747 4410944

4492 125

12-7671453 12-8062485 12-8452326

5*4625556

5*4737037 5-4848066

6134969 6097561 6060606

166 167 168

2 75 56 27889 2 8224

4 574 296 4657463 4741632

12-8840987 12-9228480 12*9614814

5-4958647 5*5068784 5-5178484

6024096 5988024 5952381

169

170 171

28561 2 8900 29241

4826 809 4913 000 5 000 211

13-0000000 13-0384048 13-0766968

5-5287748

5*5396583 5-5504991

5917160 5882353 5847953

172 173

174

2 95 84 29929 302 76

5088448

5 I777I7 5 268024

13-1148770 13-1529464 13-1909060

5-5612978 5-5720546

5-5827702

5813953 5780347 5747126

175 176

177

3 0625 309 76 3 n29

5 359 375 5451776

5 545 233

13-2287566 13-2664992 13-3041347

5*5934447 5-6040787 5-6146724

5714286 5681818 5649718

178 179

180

31684 32041 3 2400

5639752

5 735 339 5 832000

13-3416641 13-3790882 13-4164079

5-6252263 5-6357408 5-6462162

5617978 5586592 5555556

181 182 183

32761 3 3124 3 34 89

5929741 6028568 6 128487

i3'453624o 13-4907376 H'5277493

5*6566528 5-6670511

5-6774114

5524862

54945°5 5464481

184 185 186

3 38 56 3 42 25 3 45 96

6 229 504 6331625 6434856

13-5646600 13-6014705 13-6381817

5-6877340 5-6980192 5-7082675

5434783 5405405 5376344

187 188 189

3 49 69 35344

35721

6539203 6 644 672 6 751 269

13-6747943 13-7113092

13-7477271

5*7*84791 5-7286543 5*7387936

5347594 53*9*49 5291005

190 191 192

3 61 00 36481

36864

.6 859000 6967 871

7077888

13-7840488 13*8202750 13-8564065

5-7488971 5-7589652 5-7689982

5263158 5235602 5208333

193 194 *95

3 72 49 37636 3 8025

7189057 7301384

74H875

13-8924440 13-9283883 13-9642400

5-7789966 5-7889604 5-7988900

5181347 5154639 5128205

196 197 198

38416 38809 39204

7529536

7 645 373 7762392

14-0000000 14-0356688

14-0712473

5-8087857 5-8186479 5*8284767

5102041 5076142 5050505

199 200

39601 40000

7880599 8 000 000

14-1067360 14-1421356

5-8382725 5-8480355

5025126 5000000

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr. -00

20 1

202 203

40401 4 08 04 4 1209

8 120 601 8 242 408 8365427

14*1774469 14*2126704 14-2478068

5-8577660 5-8674643

5-8771307

4975J24 4950495 4926108

204 205 206

4 16 16 42025 42436

8489664 8 615 125 8 741 816

14-2828569 14-3178211

14-3527001

5-8867653 5-8963685 5-9059406

4901961 4878049 4854369

207 208 209

42849 43264 43681

8 869 743

8 998 912

9 129 329

14-3874946 14-4222051 14-4568323

5-9154817 5-9249921 5*9344721

4830918 4807692 4784689

210 211 212

441 00 44521 44944

9261 000

9 393 931 9 528 128

14-4913767

14*525839° 14-5602198

5-9439220 5*95334i8 5-9627320

4761905 4739336 4716981

213 214 215

4 53 69

4 57 96 46225

9663597 9 800 344

9 938 375

14*5945195 14-6287388 14-6628783

5-9720926 5-9814240 5-9907264

4694836 4672897 4651163

216

217 218

466 56 47089

4 75 24

10077 696 10218 313 10 360232

14-6969385 14-7309199 14-7648231

6-0000000 6-0092450 6-0184617

4629630 4608295 4587156

219 220 221

47961 48400 48841

10 503 459 10 648 000 10793 861

14-7986486 14-8323970 14-8660687

6-0276502 6-0368107 6*0459435

4566210

4545455 4524887

222 223 224

49284 49729 50176

10 941 048

11 089 567 1 1 239 424

14*8996644 14-9331845 14-9666295

6-0550489 6-0641270 6-0731779

4504505 4484305 4464286

225 226

227

50625 5 1076 5 1529

11 390625 11 543 176 11 697083

15-0000000 15-0332964 15-0665192

6*0822020 6-09 1 1994

6-1001702

4424779 4405286

228 229 230

519H 52441 5 29 00

"852352 12008 989 12 167 000

15-0996689 15-1327460 15-1657509

6-1091147 6*1180332 6*1269257

4385965 4366812

4347826

231 232 233

5336i

53824 54289

12 326 391

12487 168 12649337

15-1986842 15-2315462 i5*2643375

6*1357924 6-1446337 6*1534495

4329004 4310345 4291845

234

235 236

5 47 56 55225 55696

12 812904 12977875

13 144.256

15-2970585

i5'3297°97 15-3622915

6*1622401 6*1710058 6-1797466

4273504

4255319 4237288

237 238 239

56169 56644

5 71 21

13 312053 13481 272 13651919

15-3948043 15-4272486 15-4596248

6-1884628 6-1971544 6-2058218

4219409 4201681 4184100

240 241 242

5 76 00 58081 58564

13 824000

13 997 521

14 172488

I5*49I9334

15-5241747

15*5563492

6-2144650 6*2230843 6*2316797

4166667 4149378 4132231

M3 244 245

59049 5 95 36

60025

14348907 14 526 784 14706 125

!5*5884573 15-6204994 15-6524758

6*2402515 6-2487998 6-2573248

4115226 4098361 4081633

246 247 248

605 16 6 1009 6 15 04

14886936 15 069 223 15252992

15-6843871 15-7162336

15-7480157

6-2658266 6*2743054 6*2827613

4065041 4048583 4032258

249 250

6 2001 625 00

15438249 15 625 000

15-7797338 15-8113883

6-2911946 6-2996053

4016064

4000000

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr. •00

251

252 253

6 3001 63504 6 4009

15813251 16003 o°8 16 194277

15*8429795 15*8745079 15*9059737

6*3079935 6*3163596

6*3247035

3984064 3968254 3952569

254

255 256

645 16 6 5025 65536

16 387 064

16 581 375

16 777216

I5-9373775 15*9687194 16*0000000

6*3330256 6-3413257 6*3496042

3937oo8 3921569 3906250

257 258 259

6 6049 6 65 64 67081

16974593 17 173 512 17 373 979

16*0312195 16*0623784 16*0934769

6*3578611 6*366096$ 6*3743111

3891051

3875969 3861004

260 261

262

6 7600 68121 68644

17 576000 17 779 581 17984728

16-1245155 16*1554944 16*1864141

6*3825043 6*3906765 6*3988279

3846154 3831418 3816794

263 264 265

691 69 69696

70225

18 191 447 18 399 744 18 609 625

16*2172747 16*2480768 16*2788206

6-4069585 6*4150687 6*4231583

3802281 3787879 3773585

266

267 268

70756 7 12 89 71824

18 821 096

19 034 163 19 248 832

16*3095064 16*3401346

16*3707055

6*4312276 6*4392767 6'4473057

3759398 3745318 3731343

269 270

271

7 23 61 7 2900 7 3441

19465 109 19 683 000 19 902 511

16*4012195 16*4316767 16*4620776

6*4553148 6*4633041 6*4712736

3717472 3703704 3690037

272 273 274

7 39 84 7 45 29 75076

20 123 648 20346417 20 570 824

16*4924225 16-5227116

I6-5529454

6-4792236 6-4871541 6-4950653

3676471 3663004 3649635

275 276

277

75625 76176 76729

20796 875 21 024 576 21253933

16-5831240 16-6132477 16-6433170

6-5029572 6*5108300 6*5186839

3636364 3623188 3610108

278

279

280

77284 77841 7 8400

21484952 21717639 21 952 000

16*6733320 16*7032931 16*7332005

6*5265189

6'534335i 6*5421326

3597122 3584229 3571429

281 282 283

78961

7 95 24 80089

22 188 041 22425 768 22665 187

16*7630546 16-7928556 16-8226038

6-5499116

6*5576722 6-5654144

3558719 3546099 3533569

284 285 286

80656 8 1225 81796

22 906 304

23 149 125 23393656

16-8522995 16*8819430 16*9115345

6-5731385 6*5808443 6-5885323

3521127 3508772 3496503

287 288 289

823 69 82944

83521

23 639 903 23887872 24137569

16*9410743 16*9705627 17*0000000

6-5962023 6*6038545 6-6114890

3484321 3472222 3460208

290 291 292

841 00 84681

8 5264

24 389000 24642 171 24897088

17*0293864 17*0587221 17*0880075

6*6191060 6*6267054 6*6342874

3448276 3436426 3424658

293

294 295

85849 86436

87025

25 153 757 25412 184

25672375

17-1172428 17*1464282 17*1755640

6*6418522 6*6493998 6*6569302

3412969 3401361 3389831

296

297 298

876 16 88209

88804

25 934 336

26 198073 26463 592

17*2046505 17*2336879 17*2626765

6-6644437 6-6719403 6*6794200

3378378 3367003

3355705

299

300

8 9401 90000

26 730 899

27 000 000

17*2916165

17*3205081

6*6868831 6*6943295

3344482 3333333

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

•00

•3QI 302

3°3

90601 9 1204 9 18 09

27270901 27 543 608 27 818 127

17*3493516 17*3781472 17*4068952

6*7017593 6-7091729

6-7165700

3322259 3311258 3300330

304

305 306

924 16

93025 93636

28 094 464 28 372 625 28652616

!7'4355958 17*4642492 17*4928557

6*7239508

6*73i3i55 6-7386641

3289474 3278689 3267974

307 308 309

9 42 49 948 64 9 54 8i

28934443 29218 112 29 503 629

17*5214155 17*5499288 I7-5783958

6*7459967 6*7533i34 6-7606143

3257329 3246753 3236246

310

3" 312

9 61 00 96721 9 73 44

29 791 000 30080231 30371328

17*6068169 17-6351921 17-6635217

6-7678995 6-7751690 6-7824229

3225806

3215434 3205128

3i3 3H 3i5

9 79 69 98596 99225

30664297 30959144 31255875

17*6918060 17-7200451 17-7482393

6-7896613 6-7968844 6-8040921

3194888 3184713 3174603

316

3i7 318

99856 100489 10 11 24

31554496 31855013 32157432

177763888 17-8044938 17-8325545

6*8112847 6-8184620 6-8256242

3164557 3154574 3144654

319 320

321

10 17 61 102400 10 3041

32461759

32 768 000

33 076 161

17-8605711 17-8885438 17-9164729

6*8327714

6*8399037 6-8470213

3134796 3125000 3115265

322 3*3 324

10 3684 1043 29 1049 76

33386248 33698267

34012 224

i7'9443584 17*9722008 18-0000000

6-8541240 6-8612120 6-8682855

3105590

3095975 3086420

325 326

327

10 5625 1062 76 106929

34328125 34645976 34965783

18-0277564 18-0554701 18-0831413

6*8753443 6-8823888 6-8894188

3076923 3067485 3058104

328

3*9

330

107584 108241 10 89 00

35287552 35 611 289 35937000

18*1107703 18-1383571 18*1659021

6*8964345

6*9034359 6-9104232

3048780 30395H 3030303

33i 332 333

1095 61 1 1 02 24 1 1 08 89

36 264691 36 594 368 36926037

18*1934054 18*2208672 18-2482876

6-9173964 6-9243556 6-9313008

302 1 148 3012048 3003003

334 335 336

11 15 56 11 22 25 1 1 28 96

37259704 37 595 375 37 933056

18*2756669 18-3030052 18-3303028

6-9382321 6-9451496 6*9520533

2994012 2985075 2976190

337 338 339

11 35 69 11 4244 114921

38272753 38614472 38958219

I8-3575598 18*3847763 18-4119526

6*9589434 6*9658198 6*9726826

2967359 2958580 2949853

340 34i 342

11 5600 116281 11 69 64

39 304000 39 651 821 40001 688

18*4390889 18*4661853 18*4932420

6*9795321 6*9863681 6*9931906

2941176 2932551 2923977

343 344

345

11 7649 11 83 36 11 9025

40353607 40707584 41 063 625

18*5202592 18*5472370 18-5741756

7*0000000 7*0067962 7-0135791

2915452 2906977 '898551

346 347 348

119716

' 120409

12 1 1 04

41 421 736

41 781 923

42 144 192

18*6010752 18*6279360 18-6547581

7*0203490 7-0271058 7-0338497

2890173 2881844 2873563

349 35°

12 1801 122500

42 5°8 549 42 875 000

18-6815417 18-7082869

7-0405806 7*0472987

2865330 2857143

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

•00

351 35* 353

12 3201 12 3904 124609

43M3 55I 43 614208 43986977

18*7349940 7-0540041 18-7616630 7-0606967 18-7882942 1 7-0673767

2849003 2840909 2832861

354 355 356

12 53 16 12 6025 12 67 36

44 361 864

44738 875

45 118 016

18-8148877 18-8414437 18-8679623

7-0740440 7-0806988 7-0873411

2824859 2816901 2808989

357 358 359

127449 12 81 64 128881

45499293

45 882712

46 268 279

18-8944436 18-9208879 18-9472953

7-0939709 7-1005885 7*107^937

2801120 2793296 2785515

360 361 362

12 9600 130321

13 1044

46 656 000 47045881

47 437 928

18-9736660 19-0000000 19-0262976

7-1137866 7-1203674 7*1269360

2777778 2770083 2762431

363 364 365

13 1769 132496 133225

47 832 147

48 228 544 48 627 125

19-0525589 19-0787840 19-1049732

7'i334925 7-1400370 7-1465695

2754821 2747253 2739726

366

367 368

133956 1346 89

13 54 24

49 027 896 49430863 49 836032

19-1311265 19-1572441 19-1833261

7-1530901 7-1595988 7-1660957

2732240 2724796 2717391

369

37o 371

13 61 61 13 6900

137641

50 243 409 50653000

51 064 81 1

19-2093727 19-2353841 19-2613603

7-1725809 7*1790544 7-1855162

2710027 2702703 2695418

372 373 374

138384 13 91 29 13 98 76

51478848 51895117 52313624

19-2873015 19-3132079 19-3390796

7-1919663 7-1984050 7-2048322

2688172 2680965 2673797

375 376 377

1406 25 14 13 76 14 2 1 29

52 734 375

53 157 376 53582633

19-3649167 19-3907194 19-4164878

7-2112479 7*2176522 7-2240450

2666667

2659574 2652520

378

379 380

142884 14 36 41

144400

54010 152

54439 939 54872000

19-4422221 19-4679223 19-4935887

7-2304268 7-2367972 7-2431565

2645503 2638522 2631579

381 382 383

145161 14 59 24 1466 89

55 3o634i

55 742 968

56 181 887

19-5192213 19-5448203 19-5703858

7-2495045

7*2558415 7-2621675

2624672 2617801 2610966

384 385 386

14 74 56 148225 1489 96

56 623 104 57066 625 57512456

I9*5959I79 19-6214169

19-6468827

7-2684824 7-2747864 7-2810794

2604167

2597403 2590674

387 388

389

149769 150544 151321

57 960 603

58 41 1 072 58863869

19-6723156 19-6977156 19-7230829

7-2873617 7*2936330 7*2998936

2583979 2577320 2570694

39° 39i 392

15 21 00 152881 153664

59 319000

59 776471 60236288

19-7484177 19-7737199 19-7989899

7-3061436 7-3123828 7*3186114

2564103

2557545 2551020

393 394 395

154449 155236 15 6025

60698 457 61 162984 61 629 875

19-8242276 i9-8494332 19-8746069

7-3248295 7*3310369 7*3372339

2544529 2538071 2531646

396 397 398

15 68 16 | 62099 J3^ 157609 62570773 158404 | 63044792

19-8997487 19-9248588 19-9499373

7-3434205 7-3495966 7-3557624

2525253 2518892 2512563

399 400

15 9201 63 521 199

1 6 00 00 64 000 000

19-9749844

20-0000000

7-3619178 7-3680630

2506266 2500000

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr. •00

401 402 403

16 08 01 16 16 04 16 2409

64481 201 64964808 65450827

20*0249844 20-0499377 20*0748599

7*374i979 7*3803227 7*3864373

2493766 2487562 2481390

404 405 406

16 32 16 164025 164836

65939264 66430 125 66 923 416

20*0997512 20*1246118 20*1494417

7*3925418 7*3986363 7*4047206

2475248 2469136 2463054

407 408 409

165649 16 6464 16 72 81

67419 143 67 917 312 68417 929

20*1742410 20*1990099

20*2237484

7*4107950 7*4168595 7*4229142

2457002 2450980 2444988

410 411 412

1 6 8 1 00 16 89 21

169744

68 921 000 69426531 69934528

20*2484567 20*2731349

20*2977831

7*4289589 7*4349938 7*4410189

2439024 2433090 2427184

4*3 4H 4i5

170569 17 13 96

17 22 25

70444997 70957944 71473 375

20*3224014 20*3469899 20*3715488

7*4470342 7*4530399 7*4590359

2421308 2415459 2409639

416

4i7 418

173056 173889

174724

71 991 296 72511713 73°34632

20*3960781 20*4205779 20*4450483

7*4650223 7*4709991 7*4769664

2403846 2398082 2392344

419 420 421

i7556i 17 6400

17 7241

73560059 74088000 74 618 461

20*4694895 20*4939015 20*5182845

7*4829242 7*4888724 7*4948ii3

2386635 2380952 2375297

422 423 424

178084 178929 179776

75 151 448

75 686967

76 225024

20*5426386 20*5669638 20*5912603

7*5007406 7*5066607 7*5i-i57i5

2369668 2364066 2358491

425 426

427

1806 25 18 1476 18 23 29

76 765 625

77 308 776 77854483

20*6155281 20*6397674 20*6639783

7-518473° 7*5243652 7*5302482

2352941 2347418 2341920

428 429 43°

18 31 84 184041 1849 °°

78402752

78 953 589

79 5°7 00°

20*6881609 20*7123152 20*7364414

7*5361221 7*5419867

7*5478423

2336449 2331002 2325581

43i

432

433

18 57 61 186624 187489

80062 991 80621568 81 182 737

20*7605395 20*7846097 20*8086520

7*5536888 7*5595263 7*5653548

2320186 2314815 2309469

434 435 436

188356 18 9225 190096

81746504 82312875 82881856

20*8326667 20*8566536 20*8806130

7*57"743 7*5769849 7*5827865

2304147 2298851 2293578

437 438 439

1909 69 19 1844 19 27 21

83453453 84027 672 84604 519

20*9045450 20*9284495 20*9523268

7*5885793 7*5943633 7*6001385

2288330 2283105

2277904

440 441 442

19 3600 194481 195364

85 184000 85 766 121 86350888

20*9761770

21*0000000 21*0237960

7*6059049 7*6116626 7*6174116

2272727 2267574 2262443

443 444 445

196249 197136 19 8025

86938 307 87528384 88 121 125

21*0475652 21*0713075 21*0950231

7*6231519 7*6288837 7*6346067

2257336 2252252 2247191

446

447 448

19 89 16

19 9809

20 07 04

88716536 89 314623 89915392

2I*Il87I2I 21*1423745 2I*l66oi05

7*6403213 7*6460272 7-6517247

2242152 2237136 2232143

449 450

20 16 01 202500

90 518 849

91 125 000

21*1896201 j 7*6574138 2I*2I32034 7*6630943

2227171 2222222

* 2

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

•00

45i

452

453

20 3401 20 43 04 20 52 09

91 733 851

92 345 408 92959677

21*2367606 21*2602916 21*2837967

7-6687665 7-6744303 7-6800857

2217295 2212389 2207506

454 455 456

20 61 16 20 7025 20 79 36

93576664 94196375 94818816

21*3072758 21*3307290 •"•354I565

7-6857328 7-6913717 7*6970023

2202643 2197802 2192982

457 458 459

20 88 49

20 97 64

21 06 81

95 443 993 96071 912

96 702 579

="•3775583 21*4009346 21*4242853

7-7026246 7-7082388 7*7138448

2188184 2183406 2178649

460 461 462

21 16 00 21 2521

213444

97 336000 97972 181 98 611 128

21*4476106 21*4709106 21-4941853

7-7194426 7-7250325 7*7306141

2173913 2169197 2164502

463

464 465

21 43 69 21 5296 21 6225

99252847

99 897 344 100 544625

21*5174348 21*5406592 21*5638587

77361877

77417532 7-7473109

2159827 2155172 2150538

466 467 468

21 71 56 218089 21 9024

101 194696

101 847 563

102 503 232

21*5870331 21*6101828 21*6333077

7-7528606 7-7584023 77639361

2145923 2141328 2136752

469

470

47i

21 99 61

22 09 00 22 18 41

103 161 709 103 823 000 104487 in

21*6564078 21-6794834 21-7025344

7*7694620 7-77498oi 7-7804904

2132196 2127660 2123142

472 473 474

22 27 84 22 3729 22 46 76

105 154048 105 823 817 106496424

21*7255610 21-7485632 21*7715411

7*7859928 7-79H875 77969745

21 18644 2114165 2109705

475 476

477

22 56 25 2265 76 22 75 29

107 171 875 107850 176

108 53i 333

21-7944947 21-8174242 21-8403297

7-8024538 7-8079254 7-8133892

2105263 2100840 2096436

478

479 480

22 84 84 229441

23 0400

109 215 352 109902239 no 592 OOO

21-8632111 21*8860686 21*9089023

7-8188456 7-8242942 7*8297353

2092050 2087683 2083333

481 482 483

23 13 61 23 23 24 23 32 89

in 284641 in 980 168 112678 587

21-9317122 21-9544984 21-9772610

7*8351688 7*8405949 7*8460134

2079002 2074689 2070393

484 485 486

234256 235225 23 61 96

113 379904 114084 125

114 791 256

22*0000000 22-0227155 22-0454077

7-8514244 7*8568281 7-8622242

2066116 2061856 2057613

487 488 489

23 71 69 238144 23 91 21

115 501 303 116214272

116 930 169

22*0680765 22*0907220 22*1133444

7*8676130 7-8729944 7-8783684

2053388 2049180 2044990

490 491

492

2401 00 24 10 8 1 24 20 64

117 649 OOO

118 370771

119095488

22*1359436 22*1585198 22*1810730

7-8837352 7-8890946 7*8944468

2040816 2036660 2032520

493 494 495

243049 2440 36 245025

119 823 157

120553784

121 287 375

22*2036033 22-2261108 22-2485955

7*8997917 7*9051294 7*9104599

2028398 2024291

2020202

496 497 498

2460 16 24 70 09 24 80 04

122023 936 122763473 123505992

22-2710575 22*2934968 22-3159136

7'9J57832 7-9210994 7-9264085

2016129 2012072 2008032

499

500

249001 25 00 00

124 25 1 499 125000000

22-3383079 22-3606798

7*9317104 7*9370053

2004008 2000000

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

•00

501 502 503

25 IOOI

25 20 04 25 3009

125 751 501

126 506008

127 263 527

22*3830293 22-4053565 22*4276615

7*9422931

7*9475739 7*9528477

1996008 1992032 1988072

504 506

2540 16 255025 25 60 36

128 024064

128 787 625

129 554216

22-4499443 22*4722051 22*4944438

7*9581144

7*9633743 7*9686271

1984127 1980198 1976285

507 508 509

257049 25 80 64 25 9081

130 323 843

131 096 512 131 872229

22*5166605

"•5388553 22*5610283

7*9738731 7*9791122 7*9843444

1972387 1968504 1964637

5'° 5" 512

2601 00 26 11 21 262144

132 651 000 133432831 134217 728

22*5831796 22*6053091 22*6274170

7*9895697 7*9947883 8*0000000

1960784 1956947 1953125

5i3

5H 5i5

26 31 69 2641 96 26 52 25

135005697

i35 796744 136590875

22*6495033 22*6715681 22*6936114

8*0052049 8*0104032 8*0155946

1949318

J945525 1 94 1 748

516 518

26 62 56 26 72 89 26 83 24

137 388 096

138 188 413 138 991 832

22*7156334 22*7376340 22*7596134

8*0207794 8*0259574 8*0311287

1937984 1934236 1930502

5i9 520 521

2693 61

27 04 00 27 14 41

J39 798359

140 608 000

141 420761

22*7815715 22*8035085 22*8254244

8*0362935 8*0414515 8*0466030

1926782 1923077 1919386

522 523

524

27 24 84 273529

274576

142 236 648 143055667 143877824

22*8473193 22*8691933 22*8910463

8*0517479 8*0568862 8*0620180

1915709 19 12046 1908397

5*5 526

527

275625 27 66 76

277729

144703 125 145 53i 576 146363 183

22*9128785 22*9346899 22*9564806

8*0671432 8*0722620 8-0773743

1904762 1901141 l897533

528 529

53o

278784 279841 28 09 oc

147 197 952 148035 889

148 877 000

22*9782506 23*0000000 23*0217289

8*0824800 8*0875794 8*0926723

1893939 1890359 1886792

53i 532 533

28 19 61 28 3024 28 40 89

149 721 291 150568768 151419437

23*0434372 23*0651252 23*0867928

8*0977589 8*1028390 8*1079128

1883239 1879699 1876173

534 535 536

285156 28 6225 28 72 96

152273 3°4 I53i30375 153 990656

23*1084400 23*1300670 23*1516738

8*1129803 8*1180414 8*1230962

1872659 1869159 1865672

537 538 539

288369 289444 2905 21

154854 i53 155720872 156 590 819

23*1732605 23*1948270 23*2163735

8*1281447 8*1331870 8*1382230

1862197 1858736 1855288

540 54i 542

29 1600 2926 81 29 37 64

157464000

158 340421

159 220088

23*2379001 23*2594067 23*2808935

8*1432529 8*1482765 8*1532939

1851852 1848429 1845018

543 544 545

29 48 49 29 59 36

29 7025

160 103 007 160989 184

161 878625

23*3023604 23*3238076 23*3452351

8*1583051 8*1633102 8*1683092

1841621 1838235 1834862

546

547 548

2981 16 299209

3003 04

162 771 336

163 667 323

164 566 592

23*3666429 23*3880311 23*4093998

8*1733020 8*1782888 8-1832695

1831502 1828154 1824818

549 55°

30 1401 302500

165 469 149

166 375 000

23*430749° 23*4520788

8*1882441 8*1932127

1821494 1818182

Num.

Square. 1 Cube.

Squ. Root.

Cube Root.

Recipr.

•00

S5i

552 553

30 3601

30 47 04 30 5809

167 284 151

168 196608

169 112 377

*3'473389* 23*4946802 23-5159520

8-1981753 8-2031319

8-2080825

1814882 18 1 1594 1808318

554 555 556

30 69 16 30 8025 309136

1 70 03 1 464

170953 875

171 879 616

23-5372046 23-5584380 23-5796522

8*2130271 8-2179657 8-2228985

1805054 1 80 1 802 1798561

557 558 559

310249 31 13 64 312481

172 808 693

173 741 112 174676879

23-6008474 23-6220236 23-6431808

8-2278254 8*2327463 8*2376614

1795332

179*115 1788909

560 561 562

31 3600 31 47 21 315844

175 616000

176 558481

177504328

23*6643191 23-6854386 23-7065392

8*2425706 8-2474740 8*2523715

1785714 1782531 -"779359

563 564

565

31 69 69 31 8096 319225

178 453 547 179406 144 180 362 125

23-7276210 23-7486842 23-7697286

8*2572633 8*2621492 8-2670294

1776199 1773050 1769912

566

567 568

320356 321489 32 26 24

181 321 496 182284263 183 250432

*3*7907545 23-8117618 23-8327506

8*2719039 8*2767726 8-2816355

1766784 1763668 1760563

569

570 57i

323761 324900 32 6041

184220009

185 193000

186 169411

23-8537209 23-8746728 23-8956063

8*2864928 8-2913444 8-2961903

1757469 1754386 1751313

572 573 574

327184 328329 329476

187 149248

188 132 517

189 119 224

23-9165215 23-9374184 23-9582971

8-3010304 8-3058651 8-3106941

1748252 1745201 1 742 1 60

575 576

577

33 0625

33 17 76 332929

190 109 375

191 102 976

192 100033

23-9791576 24-0000000 24-0208243

8-3155175 8-3203353 8'3*5H75

1739130 1736111

1733102

578

579 580

334084

33 5*41 33 6400

193 100552

194 104 539

195 1 12 000

24-0416306 24*0624188 24*0831891

8-3299542

8-3347553 8-3395509

1730104 1727116 1724138

581 582 583

337561 338724 33 98 89

196 122 941

197 137 368

198 155 287

24*1039416 24*1246762 *4'J4539*9

8-3443410 8*3491256 8' 3 539°47

1721170 1718213 1715266

584 585 586

341056 342225 34 33 96

199 176704 200201 625 201 230056

24-1660919 24-1867732 24-2074369

8-3586784 8-3634466 8-3682095

1712329 1709402 1706485

587 588

589

344569 34 57 44 346921

202 262 003 203297472 204 336469

24-2280829 24-2487113 24-2693222

8-3729668 8'3777i88 8-3824653

1703578 1700680 1697793

59° 59i 59*

3481 00 349281 350464

205 379 000 206425 071 207474688

24-2899156 24-3104916 24-3310501

8-3872065 8*3919423 8-3966729

1 6949 1 5 1692047 1689189

593 594 595

351649 352836

354025

208 527 857

209 584 584 210644875

*4'35I59I3 24*3721152 24*3926218

8-4013981 8*4061180 8-4108326

1686341 1683502 1680672

596 597 598

355216 356409 357604

211 708 736

212 776 173

213 847 192

24*4131112

*4'4335834 24*4540385

8-4155419 8-4202460 8-4249448

1677852 1675042 1672241

599 600

358801 36 00 00

214921799 216000000

24*4744765 24-4948974

8-4296383 8-4343267

1669449 1666667

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

•00

601 602 603

36 1201 36 24 04 36 36 09

217081 801 218 167208 219256227

24-5153013 24-5356883 24-5560583

8-4390098 8-4436877 8-4483605

1663894 1661130

1658375

604 605 6c6

3648 16 36 6025 36 72 36

220 348 864

221 445 125

222 545016

24-5764115 24-5967478 24-6170673

8-4530281 8-4576906 8-4623479

1655629 1652893 1650165

607 608 609

368449 36 96 64 370881

223 648 543 224755712 225 866 529

24-6373700 24-6576560 24-6779254

8-4670000 8-4716471 8-4762892

1647446 1644737 1642036

610 611 612

37 21 00 373321 37 45 44

226981 000

228 099 131

229 220 928

24-6981781 24-7184142 24-7386338

8-4809261

8*4855579 8-4901848

l639344 1636661 1633987

613 614 615

37 57 69 376996

378225

230346397

23i475 544 232 608 375

24-7588368 24-7790234 24*799*935

8*4948065 8-4994233 8-5040350

1631321 1628664 1626016

616 617 618

37 94 56 380689

38 1924

233744896 234885 113 236029032

24-8193473 24-8394847 24-8596058

8-5086417 8-5132435 8-5178403

1623377 1620746 1618123

619 620 621

383161 384400 385641

237176659 238 328 000 239483 061

24-8797106

24*8997992 24-9198716

8-5224321 8-5270189 8-5316009

1615509 1612903 1610306

622 623

624

386884 388129 38 93 76

240 641 848

241 804 367

242 970 624

24-9399278 24-9599679 24*979992o

8-5361780 8-5407501 8*5453173

1607717 1605136 1602564

625 626 627

3906 25 391876 39 3129

244 140 625

245 3 T4 376 246491 883

25-0000000 25*0199920 25*0399681

8-5498797 8*5544372 8-5589899

1600000

'597444 1594896

628 629 630

39 43 84 39 56 41 39 69 00

247673 152 248858 189 250047000

25-0599282 25-0798724 25-0998008

8*5635377 8-5680807 8-5726189

J592357 1589825

1587302

631

632 633

398161

39 94H

40 06 89

251 239 591 252435968 253636137

25-1197134 25*1396102 25*i5949i3

8-5771523 8-5816809 8-5862047

1584786 1582278

1579779

634 635 636

40 19 56 40 3225 404496

254840 104 256 047 875 257259456

25*1793566 25-1992063 25-2190404

8-5907238 8-5952380 8-5997476

1577287 1574803 1572327

637 638 639

40 57 69 407044 40 83 21

258474853 259 694072 260917 119

25-2388589 25-2586619 25*2784493

8-6042525 8-6087526 8*6132480

1569859 1567398 1564945

640 641 642

40 96 00

41 08 81 41 21 64

262 144000 263374721 264609 288

25-2982213 25*3179778 25*3377'89

8-6177388 8-6222248 8-6267063

1562500 1560062 1557632

643 644 645

41 3449 414736 41 6025

265 847 707 267089984 268 336 125

25*3574447 25*3771551 25-3968502

8-6311830 8-6356551 8-6401226

1555210

^52795 1550388

646 647 648

4173 16 41 8609 419904

269 586 136

270 840023 272097 792

25-4165301 25-4361947 25*455844i

8-6445855 8-6490437 8-6534974

1547988

J545595 1543210

649 650

42 12 01 42 25 00

273 359 449 274625000

25*4754784 25*4950976

8-6579465 8*6623911

1540832 1538462

13

Num

Square.

Cube.

Squ. Root.

Cube Root.

Recipr. •00

651 652 653

42 3801 425104 42 64 09

275 894451 277 167808

278445077

25-5147016 25'5342907 25'5538647

8-6668310 8-6712665 8-6756974

1536098 1533742 '53'394

6 54 655 656

427716 429025 430336

279 726 264

281 on 375

282 300416

25-5734237 25-5929678 25*6124969

8-6801237 8-6845456 8-6889630

1529052 1526718 1524390

657 658 659

43 '649 43 29 64 434281

283593393

284890 312 286 191 179

25-6320112 25-6515107 25-6709953

8-6933759 8-6977843 8-7021882

1522070 1519757

'5I745I

660 661 662

43 5600 436921 438244

287496000

288804781 290 117 528

25-6904652 25-7099203 25-7293607

8-7065877 8-7109827 8-7I53734

'5'5'52 1512859

1510574

663 664 665

439569 4408 96 442225

291434247 292754944

294079 625

25-7487864 25-7681975 25-7875939

8-7197596 8-7241414 8-7285187

1508296 1506024 '503759

666 667 668

4435 56 444889 446224

295408 296 296 740 963 298077 632

25-8069758 25*8263431 25-8456960

8-7328918 8-7372604 8-7416246

1501502 1499250 1497006

669 670 671

44756i 448900

450241

299418 309 300763 000 302 III 711

25-8650343 25-8843582 25-9036677

8-7459846 8-7503401 8*7546913

1494768 1492537 14903 1 3

672 673 674

451584 452929 454276

303464448

304821 217 306 182024

25-9229628 25-9422435 25-9615100

8-7590383 8*7633809 8-7677192

1488095 1485884 1483680

675 676

677

455625 45 69 76 458329

307546875 308915776

310288733

25*9807621 26-0000000 26-0192237

8-7720532 8-7763830 8-7807084

148 148 1 1479290 '477105

678 679 680

45 96 84

46 10 41 46 24 00

311 665 752 313046839

314432000

26-0384331 26-0576284 26*0768096

8-7850296 8-7893466 8-7936593

1474926

1472754 1470588

681 682 683

463761 465124 46 64 89

315 821 241 317214568 318611987

26-0959767 26*1151297 26-1342687

8-7979679 8*8022721 8-8065722

1468429 1466276 1464129

684 685 686

46 78 56 46 92 25 470596

320013 504 321419 125 322828856

26-I533937 26*1725047 26-1916017

8-8108681 8-8151598

8-8194474

1461988 1459854 1457726

687 688 689

47 19 69 47 33 44

474721

324 242 703

325 660 672 327082 769

26-2106848 26-2297541 26*2488095

8-8237307 8-8280099 8-8322850

1455604 1453488 '45'379

690 692

47 61 00 47 74 8i 47 88 64

328 509 000

329939371 331373888

26-2678511 26-2868789 26-3058929

8-8365559 8-8408227 8-8450854

1449275 1447178 1445087

693 694 695

48 02 49 48 16 36 483025

332812557

334255384

335702375

26-3248932 26-3438797 26-3628527

8-8493440

8-8535985 8-8578489

1443001 1440922 1438849

696 697 698

4844 16 48 58 09

48 72 04

337153536 338608873

340068 392

26-3818119 26-4007576 26-4196896

8*8620952 8*8663375

8-8705757

1436782 1434720 1432665

699

700

488601 49 00 00

341532099

343 000 000

26-4386081 26-4575131

88748099 8-8790400

1430615 1428571

'4

Num.

Square.

Cube.

Squ. Root. 1 Cube Hoot.

1

Recipr.

•00

701 702

703

49 14 01 49 28 04 49 42 09

344472 IOI 345 948 408 347428927

26*4764046 26*4952826 26*5141472

8*8832661 8*8874882 8*8917063

1426534 14245c 1 1422475

704 705 706

49 56 16 497025 49 84 36

348913664 350402 625 351 895816

26*5329983 26*5518361 26*5706605

8*8959204 8*9001304 8*9043366

1420455 14 1 8440 1416431

707 708 709

49 98 49

50 12 64

502681

353 393H3 354894912 356400829

26*5894716 26*6082694 26*6270539

8*9085387 8*9127369 8-9169311

1414427 14 1 2429

14 1043 7

710 711

712

5041 00 5°55^i 506944

357 911 000 359425431 360944 128

26*6458252 26*6645833 26*6833281

8-9211214 8*9253078 8*9294902

140845 1 1406470 1404494

7i3 7H

7i5

5083 69 509796 51 1225

362467097 363994344 365525875

26*7020598 26*7207784 26*7394839

8*9336687

8'9378433 8*9420140

1402525 1400560 1398601

716 717 718

51 26 56 514089

5155 24

367 061 696

368 601 813 370 146 232

26*7581763 26*7768557 26*7955220

8*9461809

8-9503438 8*9545029

1396648 i3947co 1392758

719 720 721

51 6961 51 8400 51 98 41

371694959 373 248 000 374805361

26*8141754 26*8328157 26*8514432

8*9586581 8*9628095 8*9669570

1390821 1388889 1386963

722 723

724

52 12 84 5227 29 524176

376 367048

377 933o67 379503424

26*8700577 26*8886593 26*9072481

8*9711007 8*9752406 8*9793766

1385042 1383126 1381215

725 726

727

525625 52 7076 528529

381 078 125

382 657 176 384240583

26*9258240 26*9443872 26*9629375

8*9835089 8*9876373 8*9917620

1379310 1377410 1375516

728 729 730

52 99 84

53I44I

53 29 00

385828352 387420489 389 017000

26*9814751 27*0000000 27*0185122

8*9958829 9*ocooooo 9*0041134

1373626 1371742 1369863

731 732

733

53436i 535824 537289

390 617 891 392 223 168 393832837

27*0370117 27*0554985

27*0739727

9*0082229 9*0123288 9*0164309

1367989 1366120 1364256

734 735 736

538756 540225 541696

395446904 397065375 398688256

27*0924344 27*1108834 27*1293199

9*0205293 9*0246239 9*0287149

1362398 1360544 1358696

737 738

739

543169

5446 44 546121

400315553 401 947 272 403583419

27*1477439 27*1661554 27*1845544

9*0328021 9*0368857 9*0409655

1356852

^55014 1353180

740

74i 742

547600 549081 550564

405 224 coo

406 869021

408518488

27*2029410 27*2213152 27*2396769

9*0450417 9*0491142 9*0531831

'35i35« 1349528

1347709

743

744 745

552049

55 35 36 555025

410 172407

411 830784 413493625

27*2580263 27*2763634 27*2946881

9*0572482 9*0613098 9*0653677

^45895 1344086 1342282

746

747

748

556516 55 8009 55 95 04

415 160936 416832723

418 508 992

27*3130006 27-3313007 27*3495887

9*0694220 9*0734726 9*0775197

1340483 1338688 1336898

749

750

56 1001 562500

420189749

421 875 000

27*3678644 27*3861279

9*0815631 9*0856030

i335"3 J333333

15

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr. •00

751 752

753

564001 565504 56 7009

423564751 425 259008

426957777

27-4043792 27*4226184 27-4408455

9*0896392 9-0936719 9*0977010

I33I558 1329787 1328021

754 755 756

5685 16 570025 57 15 36

428 661 064 430368875 432081 216

27-4590604 27-4772633 27-4954542

9*1017265

9*1057485 9*1097669

1326260 1324503

1322751

757 758 759

573049

57 4564 576081

433798093 435 5195^ 437 245 479

27-5136330 27-5317998 27'5499546

9-1137818 9*1177931 9*1218010

1321004 1319261 1317523

760 761

762

57 7600 579121 580644

438 976 000 440 711 081 442 450 728

27-5680975 27-5862284 27-6043475

9*1258053 9*1298061 9*1338034

1315789 1 3 14060 1312336

763 764 765

582169 583696 585225

444194947

445 943 744 447697125

27-6224546 27-6405499 27-6586334

9-I37797i 9-1417874

9-1457742

1310616 1308901 1307190

766 767 768

586756 588289 589824

449455096 451217663 452 984832

27-6767050 27-6947648 27-7128129

9-1497576 9'i537375 9'1577i39

1305483 1303781 1302083

769

770 771

591361 59 2900 594441

454756609 456 533 000 458314011

27-7308492 27-7488739 27-7668868

9*1616869 9*1656565 9*1696225

1300390 1298701 1297017

772 773 774

595984 597529 599076

460 099 648

461 889917 463 684 824

27-7848880 27*8028775 27-8208555

9-1735852

9*I775445 9-1815003

I295337 1293661 1291990

775 776

777

6006 25 6021 76 60 37 29

465484375 467 288 576 469097433

27-8388218 27*8567766 27-8747197

9-1854527 9*1894018 9-1933474

1290323 1288660 1287001

778

779 780

60 52 84 606841 60 84 00

470910952 472729139 474552000

27-8926514 27*9105715 27-9284801

9*1972897 9*2012286 9*2051641

1285347 1283697 1282051

781 782 783

6099 61 61 15 24 61 30 89

476 379 541 478211 768

4800486S7

27-9463772 27-9642629 27-9821372

9*2090962 9-2130250 9*2169505

1280410

1278772 1277139

784 785 786

61 46 56 61 62 25 617796

481 890 304 483736625 485587656

28-0000000 28-0178515 28-03569x5

9-2208726 9-2247914 9*2287068

1275510 1273885 1272265

787 788

789

61 93 69

62 09 44 62 25 21

487443403 489303872 491 169 069

28*0535203 28*0713377 28-0891438

9*2326189 9*2365277 9*2404333

1270648 1269036

1267427

790 791 792

6241 CO 625681 62 72 64

493 039000 494913 671 496 793 088

28-1069386 28*1247222 28*1424946

9-2443355 9*2482344 9*2521300

1265823 1264223 1262626

793 794 795

628849 6304 36 63 2025

498677257 500 566 184 502459875

28-1602557 28*1780056 28*i957444

9-2560224 9*2599114 9-2637973

1261034 1259446 1257862

796 797 798

63 36 16 63 5209 63 68 04

504358336 506261573 508 169 592

28-2134720 28*2311884 28*2488938

9*2676798 9*2715592 9*2754352

1256281 1254705 1253133

799 800

63 8401

64 00 00

510082 399 512000000

28-2665881 28*2842712

9*2793081 9*2831777

1251564

1250000

16

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

•co

80 1 802 803

64 16 01

64 32 04

64 48 09

513 922401 515 849 608 517781627

28*3019434 28*3196045 28*3372546

9*2870440 9*2909072 9*2947671

1248439 1246883 1245330

804 805 806

6464 16 648025 6496 36

519 718 464 521 660 125 523 606 616

28*3548938 28*3725219 28*3901391

9*2986239 9*3024775 9*3063278

1243781 1242236 1240695

807 808 809

65 1249 652864 654481

5^5 557 943 527 514 112 529475129

28*4077454 28*4253408 28*4429253

9*3101750 9*3140190 9'3i78599

1239157 1237624 1236094

810 811 812

65 61 00 657721 65 93 44

531 441 000

5334" 73* 535387328

28*4604989 28*4780617 28*4956137

9*3216975 9-3255320 9*3293634

1234568 1233046 1231527

813 814 815

66 09 69 66 25 96 6642 25

537367797 539 353 144 54i 343 375

28*5131549 28*5306852 28*5482048

9*3331916 9-3370167 9*3408386

1230012 1228501 1226994

816 817 818

665856 66 7489 66 91 24

543338496 545 338 513 547 343 43*

28*5657137 28*5832119 28*6006993

9^446575 9*3484731 9*3522857

1225490 1223990 1222494

819 820 821

67 07 61 67 24 00 674041

549 353^59 551 368000 553387661

28*6181760 28*6356421 28*6530976

9*3560952 9-3599016 9*3637049

1221001 1219512

1218027

822 823

824

67 56 84 67 73 29 678976

555412248 557441767 559476224

28*6705424 28*6879766

28*7054002

9*3675051 9-3713022 9-3750963

1216545 1215067 12 1 3 592

825 826

827

680625 682276 68 39 29

561 515 625 563559976 565 609283

28*7228132 28*7402157 28*7576077

9*3788873 9*3826752 9*3864600

1212121 1210654 1209190

828 829 830

685584 68 7241 688900

567663552 569 722 789

571 787000

28*7749891 28*7923601 28*8097206

9*3902419 9-3940206 9'3977964

1207729 1206273 12048 19

831 832 833

69 05 61 69 22 24 693889

573 856 191 575930368 578009537

28*8270706 28*8444102 28*8617394

9*4015691 9*4053387 9*4091054

1203369 1201923 1200480

834

835 836

69 55 56 69 72 25 69 88 96

580093 704 582 182875 584277056

28*8790582 28*8963666 28*9136646

9*4128690 9*4166297 9*4203873

1 1 9904 1 1 197605 1196172

837 838

839

7005 69 702244 703921

586376253 588480472 590589719

28*9309523 28*9482297 28*9654967

9*4241420 9*4278936 9*4316423

"94743 "93317 "91895

840 841 842

70 56 00 707281 70 89 64

592 704000 594823321 596947 688

28*9827535 29*0000000 29*0172363

9*4353880 9*4391307 9*4428704

1 190476 1189061 1 187648

843 844 845

71 0649 712336

714025

599077107 601 211 584 603 351 125

29*0344623 29*0516781 29*0688837

9*4466072 9*4503410 9*4540719

1 186240 "84834 1 183432

846

847 848

7157 16 717409 71 91 04

605495736 607 645423 609 800 192

29-o86o79i 29*1032644 29*1204396

9*4577999 9*4615249 9*4652470

1182033 1180638 1 179245

849 850

7208 01 722500

611 960049 614 125 000

29*1376046 *9*I547595

9*4689661 9*4726824

1177856 1 1 7647 1

*7

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

•00

851

852 853

724201 72 59 04 72 7609

616295 051 618470208 620650477

29-1719043 29*1890390 29*2061637

9*4763957 9*4801061 9*4838136

1175088

1173709 1172333

854

855 856

72 93 16

73 I025 732736

622 835 864 625 026 375 627 222016

29*2232784 29*2403830 29*2574777

9*4875182 9*4912200 9*4949188

1 170960 1169591 1 168224

857 858

859

734449 736164 73 78 8i

629422 793 631 628 712 633 839 779

29*2745623 29*2916370 29*3087018

9*4986147 9*5023078 9-5059980

1166861 1165501 1164144

860 861 862

73 9600

74 13 21 74 30 44

636056 000 638277381 640 503 928

29*3257566 29*3428015 29*3598365

9-5096854 9-5133699 9-5170515

1162791 1 16 1440 1 160093

863 864 865

744769

74 64 96 748225

642 735 647 644972544 647214625

29*3768616 29*3938769 29*4108823

9-5207303 9-5244063 9*5280794

1 158749 1 157407 1 156069

866 867 868

749956 751689

75 34*4

649461 896 651714363

653972032

29*4278779 29*4448637 29*4618397

9*53i7497 9'5354i72 9-5390818

11 547 34 1 153403

1 1 52074

869

870 871

75 51 61 75 6900 758641

656 234909 658 503 000 660776 311

29*4788059 29*4957624 29*5127091

9*5427437 9-5464027 9-5500589

1 150748 1 14942 5 1 148 106

872

873 874

76 03 84 76 21 29

763876

663054848 665338617 667 627 624

29*5296461

29*5465734 29*5634910

9-5537123 9*5573630 9*5610108

1 146789

1 H5475 1144165

875 876

877

765625 767376 76 91 29

669921 875 672221 376 674526133

29*5803989 29-5972972 29*6141858

9*5646559 9*5682982

9*57i9377

1 142857

"41553 1140251

878

879 880

77 08 84 772641

774400

676836 152

679i5i439 681 472000

29*6310648 29*6479342 29*6647939

9*5755745 9*5792085 9*5828397

1138952 1137656 1136364

881 882 883

776161

77 79 24 779689

683797841 686128968 688465 387

29*6816442 29*6984848 29*7153159

9*5864682

9*5900939 9*5937169

1 135074 1133787 1132503

884 885 886

78 1456 78 3225 78 49 96

690 807 104

693 154 125 695 506456

29-7321375 29*7489496 29-7657521

9*5973373 9*6009548 9*6045696

1131222 1 129944 1128668

887 888 889

786769 788544 7903 21

697 864 103 700227072 702595369

29*7825452 29-7993289 29*8161030

9*6081817 9*6117911 9*6i53977

1 127396 1126126 1 124859

890 891

892

79 21 00 793881 79 5664

704969000

707 347 971 709 732 288

29-8328678 29-8496231 29*8663690

9*6190017 9*6226030 9-6262016

1123596 1122334 1121076

893 894

895

79 7449 799236

80 1025

712 121 957 714 516 984 716917375

29*8831056 29*8998328 29*9165506

9-6297975

9*6333907 9-6369812

1119821 1118568 1117318

896

897 898

8028 16 80 46 09 80 64 04

719323 136 721734273 724 150 792

29*9332591 29*9499583 29*9666481

9-6405690 9-6441542 9*6477367

1116071 1 1 14827 1113586

899 900

808201 8 1 00 00

726572699 729 000 000

29*9833287 30*0000000

9*6513166 9*6548938

1 1 12347 1 1 1 1 1 1 1

18

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr. •00

901 902 903

81 1801 81 3604 81 5409

731432 701 733870808 736314327

30-0166620 30-0333148 30-0499584

9-6584684 9*6620403 9*6656096

1 109878 1 108647 1 107420

904 905 906

8172 16 81 9025 820836

738 763 264 741 217 625 743677416

30-0665928 30-0832179 30-0998339

9*6691762 9*6727403 9*6763017

1106195 1 104972 1103753

907 908 909

82 2649 824464 826281

746 142 643 748 613 312 751 089429

30* 1 164407 30-1330383 30*1496269

96798604 9-6834166 9-6869701

1102536 1101322

IIOOIIO

910

9"

912

828100

82 9921

83 1744

753 571 °°° 756058031 758550528

30*1662063 30*1827765 30*1993377

9-6905211 9*6940694 9*6976151

1098901

1097695

109649 1

913 914 9i5

833569 835396

837225

761 048497 763551944 766060 875

30*2158899 30*2324329 30*2489669

9*7011583 9*7046989 9*7082369

1095290 1094092 1092896

916 917 918

83 90 56 840889 842724

768 575 296 771 095 213 773 620632

30-2654919 30*2820079 30*2985148

9-7117723

9'7i5305i 9*7188354

1091703 10905 1 3 1089325

919 920 921

84456! 84 64 00 848241

776i5i559 778688000 781 229 961

30*3150128 30-3315018 30*3479818

9*7223631 9*7258883 9*7294109

1088139 1086957 1085776

922

923 924

85 0084 851929

85 37 76

783 777 448 786330467 788889024

30*3644529 30*3809151 30-3973683

9*7329309 97364484 9'7399634

1084599 1083424 1082251

925 926

927

855625 85 74 76 859329

791 453 125 794022 776 796 597 983

30*4138127 30-4302481 30*4466747

9*7434758 9*7469857 9-7504930

1081081 10799 14 1078749

928 929 93o

86 11 84 86 3041 8649 00

799 J78 752 801 765089 804357000

30*4630924 30*4795013 30*4959014

9*7539979 9*7575002 9*7610001

1077586 1076426 1075269

93i 932 933

866761 868624 870489

806 954491 809557568 812 166 237

30*5122926 30*5286750 30*5450487

9-7644974 9*7679922 9*7714845

1074114 1072961 1071811

934 935 936

872356 874225 87 6096

814780 504 817400375 820025 856

30-5614136 30-5777697 30-5941171

9*7749743 9*7784616 9*7819466

1070664 1069519 1068376

937 938 939

877969

879844

88 1721

822 656 953 825 293 672 827 936 019

30-6104557 30-6267857 30-6431069

9-7854288 9*7889087 9-7923861

1067236 1066098 1064963

940 941 942

883600 88 5481

88 73 64

830 584000 833 237 621 835896888

30-6594194 30-6757233 30*6920185

9-7958611 9*7993336 9*8028036

1063830 1062699 1061571

943 944 945

88 9249

89 11 36 89 3025

838561 807 841 232 384 843 908 625

30-7083051 30*7245830 30-7408523

9-8062711 9-8097362 9-8131989

1060445 1059322 1058201

946

947 948

8949 16 89 68 09 89 87 04

846590536 849278 123 851 971 392

30-7571130 30-7733651 30-7896086

9*8166591 9*8201169 98235723

1057082 1055966 1054852

949 95°

9006 01 9025 00

854670349 857375000

30-8058436 30-8220700

9*8270252 9*8304757

1053741 1052632

19

Num.

Square.

Cube.

Squ. Root-

Cube Root.

Recipr. •00

95i 952

953

904401 90 63 04 90 82 09

860085 351 862801408 865523177

30-8382879 30-8544972 30*8706981

9-8339238 9-8373695 9-8408127

1051525 1050420 10493 18

954 955 956

91 01 16 91 2025 913936

868250664 870983875 873 722 816

30-8868904 30-9030743 30-9192497

9-8442536 9-8476920 9-8511280

1048218 1047120 1046025

957 958

959

915849 917764 91 96 81

876467493 879 217 912 881 974079

30-9354166 30-9515751 30-9677251

9-8545617 9-8579929 9-8614218

1044932 1043 841

1042753

960 961 962

92 16 00 923521

925444

884736000 887503681 890277 128

30-9838668 3 1 0000000 31-0161248

9-8648483 9-8682724 9-8716941

1041667 1040583 1039501

963 964 965

927369

92 92 96

93 1225

893056347

895 841 344 898 632 125

31-0322413 31-0483494 31-0644491

9'875"35 9-8785305 9-8819451

1038422

io37344 1036269

966

967 968

933156 935089 937024

901 428 696 904231 063 907039 232

31*0805405 31-0966236 31-1126984

9-8853574 9-8887673 9-8921749

1035197 1034126 1033058

969 970 971

93 8961

94 09 00 942841

909 853 209 912 673 oco

915498611

31-1287648 31-1448230 31-1608729

9-8955801 9-8989830 9-9023835

103 1992 1030928 1029866

972 973 974

944784 946729 94 86 76

918 330048

921 167 317

924010424

31-1769145 31-1929479 31-2089731

9-9057817 9-9091776 9-9125712

1028807 1027749 1026694

975 976

977

950625 952576 954529

926859375 929 714 176 932574833

31-2249900 31-2409987 31-2569992

9-9159624

9'9I935I3 9-9227379

1025641 1024590 1023541

978

979 980

956484 958441 96 04 00

935441352 938313739

941 192 000

31-2729915 31-2889757 31-3049517

9-9261222 9*9295042 9-9328839

1022495 102 1450 1020408

981 982 983

96 23 61

964324 96 62 89

944076 141

946 966 168 949 862087

31-3209195 31-3368792 31-3528308

9-9362613 9-9396363 9-9430092

1019368 1018330 1017294

984

985 986

968256 970225 972196

952 763 9°4 955671625 958585256

31-3687743 31-3847097 31-4006369

9*9463797 9*9497479 9-9531138

1016260 1015228 1014199

987 988 989

974169 976144 97 81 21

961 504803 964430272 967 361 669

31-4165561 31-4324673 31-4483704

9^564775 9-9598389 9-9631981

1013171 101214& 1011122

990 991 992

98 01 00 98 2081 98 40 64

970299000 973242271 976 191 488

31-4642654 31-4801525 31-4960315

9-9665549 9-9699095 9-9732619

IOIOIOI

1009082 1008065

993 994 995

98 6049 988036

99 00 25

979 146657 982 107 784 985074875

31-5119025 31-5277655 31-5436206

9-9766120 9*9799599 9*9833055

1007049 1006036

1005025

996

997 998

99 20 16 99 40 09 99 60 04

988 047 936 991 026 973 994 on 992

3^5594677 31-5753068 31-5911380

9-9866488 9-9899900 9-9933289

1 004c 1 6 1003009 1002004

999

1000

99 8001 1 00 00 00

997002999 i 000 000 000

31*6069613 31-6227766

9-9966656 io-ooooooo

IOOIOOI

I OOOOOO

20

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

•000

IOOI 1002 IOO3

1 002001 1 00 40 04 1 00 60 09

1003 003 001 1 006012008 1 009 027 027

31*6385840 31-6543836 31-6701752

10*0033322 10*0066622 10*0099899

9990010 9980040 9970090

IOO4 IOO5 IO06

1 00 80 16 1 01 0025 1 01 20 36

1 012048 064 1 015 075 125 1 018 108 216

31-6859590 31-7017349 31-7175030

10*0133155 10*0166389 10*0199601

9960159 9950249 9940358

IOO7 I008 IOO9

1 01 4049 1 01 60 64 1018081

1 02 1 147343 1024 192 512 1 027 243 729

31-7332633 31-7490157 31-7647603

10*0232791 10*0265958 10*0299104

9930487 9920635 9910803

IOIO IOII IOI2

1 02 0 1 00 1 02 21 21 1 02 41 44

1 030 301 000

1033 36433i 1036433728

31-7804972 31-7962262 31*8119474

10-0332228 10*0365330 10*0398410

9900990 9891197 9881423

IOI3 IOI4 IOI5

1 02 61 69 1 02 81 96

1 03 02 25

1 039 509 197

1 042 590 744 1045678375

31*8276609 31-8433666 31-8590646

10*0431469 10*0464506 10*0497521

9871668 9861933

9852217

IOI6 IOI7 IOl8

1 03 22 56 1 0342 89 1 03 63 24

1 048 772 096 1051871913

1054977832

31-8747549 31-8904374 31-9061123

10-0530514 10*0563485 10-0596435

9842520 9832842 9823183

IOI9 I020 I02 I

1 03 83 61 1 04 04 00 1 042441

1 058 089 859 1 061 208 000 1 064332 261

31-9217794 31-9374388 31*9530906

10*0629364 10*0662271 10-0695156

9813543 9803922

9794319

I022 IO23 IO24

1044484 1 04 65 29 1 0485 76

1 067462 648 1 070 599 167 1 073 741 824

31-9687347 31-9843712

32-0000000

10*0728020 10*0760863 10*0793684

9784736

9775171 9765625

IO25 IO26 IO27

1 05 0625 1 05 26 76

1054729

1 076 890 625 1 080045 576 1 083 206 683

32*0156212 32-0312348 32*0468407

10*0826484 10*0859262 10*0892019

9756098

9746589 9737098

IO28 IO29 IO30

1 05 67 84 1 05 88 41 1 06 09 00

1 086 373 952 1089547389 1 092 727 000

32*0624391 32-0780298 32-0936131

10*0924755 10*0957469 10*0990163

9727626 9718173 9708738

IO3I IO32

io33

1 06 29 61 1 06 5024 1 06 70 89

1 095 912 791 1 099 104768 1 102 302937

32-1091887 32-1247568 32-1403173

10-1022835 10-1055487 10-1088117

9699321 9689922 9680542

1034

io35 1036

1 06 91 56 107 1225 1 07 3296

1 105 507 304 i 108 717 875 1 111934656

32-1558704 32-1714159 32-1869539

10*1120726 10-1153314 10*1185882

9671180 9661836 9652510

1037 1038 1039

1075369 1077444 1 07 95 21

1 115 157653 1 118 386872 1 121 622 319

32*2024844 32-2180074 32-2335229

10*1218428 10*1250953 10-1283457

9643202 9633911 9624639

1040 1041

1042

1 08 1600 1 08 36 81

1 08 57 64

1 124864000 1 128 in 921 1 131 366088

32-2490310 32-2645316 32*2800248

10-1315941 10-1348403 10-1380845

9615385 9606148 9596929

1043 1044 1045

1 08 7849 1 08 99 36 1 092025

1 134626 507 1 137893 184 1 141 166 125

32-2955105 32-3109888 32-3264598

10*1413266 10-1445667

10-1478047

9587728 9578544 9569378

1046

1047 1048

1 0941 16 1 09 62 09 1 09 83 04

1 144445 336 1 147730823 1151 022 592

32-3419233

32*3573794 32-3728281

10- 1 5 10406 10-1542744 10*1575062

9560229 9551098 9541985

1049 1050

1 10 04 01 1 1025 00

1 154 320 649 1 157 625000

32-3882695 32-4037035

10-1607359 10-1639636

9532888 9523810

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

1051

1052 1053

1 10 46 01 1 10 67 04 1 10 8809

1 160935 651 1 164252 608 1 167575877

32-4191301 32-4345495 32-4499615

10-1671893 10-1704129 10-1736344

9514748 9505703 9496676

1054 1055 1056

1 11 09 16 1 11 3025 1 11 51 36

1 170905464 1 174 241 375 1 177 583 616

32-4653662 32-4807635 32-4961536

10-1768539 10-1800714 10-1832868

9487666 9478673 9469697

io57 1058 1059

1 11 7249 1 11 93 64 1 12 1481

1 180932 193 1 184287 112 1 187648379

32-5115364 32-5269119

32-5422802

10-1865002 10-1897116 10-1929209

9460738 9451796 9442871

1060 1061 1062

1 12 3600 1 12 5721 1 127844

1 191 016000 1 194 389 981

1 197 770 328

32-5576412 32-5729949 32-5883415

10-1961283 10*1993336 10-2025369

9433962 9425071 9416196

1063 1064 1065

1 12 99 69 1 13 2096 1 134225

1 201 157047 1 204 550 144 1 207 949 625

32-6036807 32*6190129

32-6343377

10-2057382 10-2089375 10-2121347

9407338 9398496 9389671

1066 1067 1068

1 136356 1 138489 1 1406 24

1211355496 1 214767 763 1218 186432

32-6496554 32-6649659 32*6802693

10-2153300 10-2185233 10-2217146

9380863 9372071 9363296

1069 1070 1071

1 1427 61 1 144900

1 14 7041

1 221 611 509

1 225 043 000 1 228 480 91 1

32-6955654 32-7108544 32-7261363

10-2249039 10-2280912 10-2312766

9354537 9345794 9337068

1072 1073 1074

1 149184 1 15 13 29

1 15 3476

1 231 925248 1235 376017 1 238 833 224

32-7414111 32-7566787 32-7719392

10-2344599 10-2376413 10-2408207

9328358 9319664 9310987

1075 1076

1077

1 15 56 25 1 157776 1 159929

1 242 296 875 1 245 766 976 1249243533

32-7871926 32-8024389 32-8176782

10-2439981

10-2471735 10*2503470

9302326 9293680 9285051

1078 1079 1080

1 16 2084 1 16 42 41 1 16 6400

1 252 726 552 1 256 216039 1 259 712000

32-8329103 32-8481354 32-8633535

10-2535186 10-2566881 io-2<;98557

9276438 9267841 9259259

1081 1082 1083

1 168561 1 170724 1 172889

1 263 214441 1 266 723 368 1 270238 787

32-8785644 32-8937684 32-9089653

10-2630213 10*2661850 10*2693467

9250694 9242144 9233610

1084 1085 1086

1 17 50 56 1 177225 1 179396

1273760704 1 277289 125 1 280 824056

32-9241553 32-9393382 32-9545141

10-2725065 10*2756644 10-2788203

9225092 9216590 9208103

1087 1088 1089

1 18 1569 118 3744 1 18 5921

1284365503 1287913472 1 291 467 969

32*9696830 32-9848450 33-0000000

10*2819743 10*2851264 10-2882765

9199632 9191176

9182736

1090 109 1 1092

1 18 81 00 1 1902 81 1 192464

1 295 029 000 1 298 596 571

1 302 170 688

33-0151480 33-0302891

33-0454233

10*2914247 10*2945709 10*2977153

9174312 9165903 9i57509

1093 1094 1095

1 194649 1 196836 1 199025

I305 751 357 1 309 338 584 1312932375

33-0605505 33-0756708 33-0907842

10*3008577 10*3039982 10-3071368

9149131 9140768

Q I 32420

1096 1097 1098

1 20 12 16 1 20 3409 1 20 56 04

1316532736 1 320139673 1323753 192

33-1058907 33-1209903 33-1360830

10*3102735 10*3134083 10-316^411

9124088 91 15770 9107468

1099

1 100

1 207801 1 21 0000

1 327373299 1 331 000000

33-1511689 33-1662479

10*3196721 10-3228012

9C99181 909C909

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Cube Root.

Recipr.

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Num.

Square.

Cube.

IIOI II02

1103

1 21 2201 1 2 1 44 04 1 21 6609

1 334633 301 1338273208 1 341 919 727

33*1813200 33-1963853 33-2114438

10-3259284 10-3290537 10-3321770

9082652 9074410 9066183

1 104

1105

1 106

1218816 1 22 1025 1 22 32 36

1345572864 1349232625 1352899016

33-2264955 33-2415403 33-2565783

10-3352985 10-3384181 IO*34i5358

9057971

9049774 9041591

1 107

1 108

1 109

1225449 1 22 76 64 1 22 98 81

1356572043 1 360251 712 1363938029

33-2716095 33-2866339 33-3016516

10-3446517 10-3477657 10-3508778

9033424 9025271 9017133

IIIO IIII III2

1 23 21 00 1 23 43 21 1236544

1 367 631 000 1 371 330631 1375036928

33-3166625 33-3316666 33-3466640

10-3539880 10-3570964 10-3602029

9009009 9000900 8992806

1113 1114

ITI5

1 23 87 69 1 24 09 96

1243225

1 378 749 897 1382469544 1 386 195 875

33-3616546 33-3766385 33-3916157

10-3633076 10-3664103 10-3695113

8984726 8976661 8968610

1116 1117 1118

1245456 1 24 76 89

T 24 99 24

1 389928896 1 393 668613

1397415032

33-4065862 33-4215499 33'436507o

10-3726103 10-3757076 10-3788030

8960573 8952551 8944544

1119

1 120 II2I

I 25 21 6l I 2544OO I 25 664I

1 401 168 159 1 404 928 000 1408 694 561

33*45i4573 33-4664011 33-4813381

10-3818965 10-3849882 10-3880781

8936550 8928571 8920607

1122 II23 1 124

I258884 I 26 II 29 I 26 33 76

1 412 467 848 1 416 247 867 1 420 034 624

33-4962684 33-5111921 33-5261092

10-3911661 10-3942523 10-3973366

8912656 8904720 8896797

II25 1126

1127

I 26 56 25 I267876 I 27OI 29

1423 828 125 1427628 376 '431435383

33-5410196

33*5559^34 33-5708206

10-4004192 10-4034999 10-4065787

8888889 8880995 8873114

1128 II29 II30

I272384 I 27464I I 27 69OO

1 435 249 152 1439069 689 1 442 897 000

33-5857112 33-6005952 33-6154726

10-4096557 10-4127310 10-4158044

8865248 8857396 8849558

II3I 1132

"33

I 27 91 6l I 28 I424 I283689

1446731091 1 450 571 968 1 454419 637

33'63°3434 33-6452077 33-6600653

10-4188760 10-4219458 10-4250138

8841733 8833922 8826125

"34 1135 1136

I 28 59 56 I 28 8225 I 290496

1 458 274 104 1 462 135 375 1 466003456

33-6749165 33-6897610 33-7045991

10*4280800 10-4311443 10-4342069

8818342 8810573 8802817

"37 1138 1139

I 29 27 69 I295044 I 29 73 21

1469878353 1473 760072 1 477 648 619

33-7194306

33*734*556 33-7490741

10-4372677 10-4403267 10-4433839

8795075 8787346 8779631

J 140 1141

1 142

I 29 96 OO I 301881 I 3O4I 64

1 48 1 544 000 1485446 221 1489355288

33-7638860 33-7786915 33'79349°5

10-4464393 10-4494929 10-4525448

8771930 8764242 8756567

"43 "44

"45

1306449 I 30 87 36 I 31 IO25

1 493 271 207 1 497 193 984 1 501 123 625

33-8082830 33-8230691 33-8378486

IO'4555948 10-4586431 10-4616896

8748906 8741259 8733624

1 146

"47 1 148

1 31 33 16 1 31 5609 1 31 7904

1 505 060 136 1 509003 523 1 512 953 792

33-8526218 33-8673884 33-8821487

10-4647343 10-4677773 10-4708185

8726003 8718396 8710801

"49 1150

1 32 02 01 1 32 25 00

1 516 910949

1 520 875 000

33-8969025 33-9116499

io-4738579 10-4768955

8703220 8695652

23

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

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1151 1152 1153

1 324801 1 32 71 04 1329409

1 524845951 1 528823808

1532808577

33-9263909 33-9411255 33*9558537

10-4799314 10-4829656 10*4859980

8688097 8680556 8673027

"54 "55 1156

1 33 17 16 1334025 1336336

1 536 800264 1540798875 1 544804416

33*9705755 33-9852910 34-0000000

10-4890286 10-4920575 10-4950847

8665511 8658009 8650519

1157 1158 1159

1338649 1340964 1 34 32 81

1 548816893 1 552836 312 1 556 862 679

34-0147027 34-0293990 34-0440890

10-4981101 10-5011337 10-5041556

8643042

8635579 8628128

1 160 1161 1162

1 345600 1 347921 1350244

1 560 896000 1 564936281 1 568983528

34-0587727 34-0734501 34-0881211

10-5071757 10-5101942 10-5132109

8620690 8613264 8605852

1163 1 164 1165

1352569 1354896

1357225

i573°37 747 1 577 098 944 1 581 167 125

34*1027858 34*1174442 34-1320963

10-5162259 10-5192391 10-5222506

8598452 8591065 8583691

1166 1167 1168

1 35 95 56

i 36 1889 1364224

1 585 242296 1589324463 1 593413632

34* 1467422 34-1613817 34-1760150

10-5252604 10-5282685 10-5312749

8576329 8568980 8561644

1169 1 1 70 1171

1 36 65 61 1 36 8900 137 1241

1 597 509 809 1 601 613 000 1 605 723 211

34-1906420 34-2052627 34-2198773

10-5342795 10-5372825 10-5402837

8554320 8547009 8539710

1172

"73

1 174

137 35 84 1 37 59^9

1 37 82 76

1 609 840 448 1613964717 1 618 096024

34-2344855 34-2490875 34-2636834

10-5432832 10-5462810 10-5492771

8532423 8525149 8517888

"75 1176

"77

1 38 0625 1 38 29.76 1385329

1622234375 1 626 379 776 1630532233

34-2782730 34-2928564 34-3074336

10-5522715 10-5552642 10-5582552

8510638 8503401 8496177

1178

"79 1180

1 387684 1 390041 1 39 2400

1 634691 752 1638858339 1 643 032 000

34-3220046

34*3365694 34-3511281

10-5612445 10-5642322 10-5672181

8488964 8481764 8474576

1181 1182 1183

1 394761 1 39 71 24 1399489

1 647 212 741 1 651 400 568 1655595487

34-3656805 34-3802268 34'3947670

10-5702024 10-5731849 10-5761658

8467401 8460237 8453085

1184 1185 1186

1 40 18 56 14042 25 1 40 65 96

1659797504 1 664006 625 1 668222856

34-4093011 34-4238289 34'4383 507

10-5791449 10-5821225 10-5850983

8445946 8438819 8431703

1187 1188 1189

1 40 89 69 141 1344 141 3721

1 672446 203 1 676 676 672 1 680 914269

34-4528663

34*4673759 34-4818793

10-5880725 10*5910450 10-5940158

8424600 8417508 8410429

1190 1191 1192

1 41 61 00 141 8481 1 42 08 64

1 685 159 000 1 689410 871 1693669888

34*4963766 34-5108678 34*525353o

10-5969850 10-5999525 10-6029184

8403361 8396306 8389262

"93 "94 "95

1 42 32 49 1 42 56 36 1 42 8025

1697936057 1 702 209 384 1 706489 875

34-5398321

34*554305i 34-5687720

10-6058826 10-6088451 io-6i 18060

8382230 8375209 8368201

1196

"97 1198

1 43 04 16 1 43 28 09 1 43 52 04

1 7io777 536 1 715 072 373

1 719 374 392

34-5832329 34-5976879 34-6121366

10-6147652 10-6177228 10-6206788

8361204 8354219

8347245

"99

1200

1 43 76 01 1 44 00 00

1723683599 1 728 000 000

34-6265794 34-6410162

10-6236331 10-6265857

8340284 8333333

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

•000

IZOI

1202 I203

1 44 24 01 1444804 1 44 72 09

1 732 323 601 1 736 654408 1 740 992 427

34^554469 34*6698716 34-6842904

10*6295367 10*6324860 10*6354338

8326395 8319468 8312552

I204 I205 I2o6

14496 16 14S 20 25

1454436

1 745 337 664 1 749 690 125 1 754049 816

34*6987031 34*7131099 34*7275107

10*6383799 10*6413244 10*6442672

8305648 8298755 8291874

I207 I208 I209

1 45 68 49 1 45 92 64 1461681

1 758 416 743 1 762 790912

1 767 172 329

34*7419055 34*7562944

34*7706773

10*6472085 10-6501480 10*6530860

8285004 8278146 8271299

I2IO I2II 1212

1 46 41 00 146 65 21 1468944

1 771 561 000

'775956931 1 780 360 128

34*7850543 34*7994253 34*8x37904

10*6560223 10*6589570 10-6618902

8264463 8257638 8250825

1213 1214 1215

147 13 69 1473796 1476225

1 784 770 597 1 789 188 344 1 793 613 375

34*8281495 34*8425028 34*8568501

10-6648217 10-6677516 10*6706799

8244023 8237232 8230453

I2l6 1217 I2l8

1478656 1 48 10 89 1483524

1 798 045 696 1 802485 313 1 806932 232

34-8711915

34-8855271 34-8998567

10*6736066 10-6765317 10*6794552

8223684 8216927 8210181

I219

I220 1221

148 59 61

1 48 84 00

1 49 08 41

1 811 386459 i 815 848000 1 820 316 861

34-9141805 34-9284984 34-9428104

10-6823771 10*6852973 10-6882160

8203445 8196721 8190008

1222 1223 1224

1 49 32 84 1495729 1 49 81 76

1 824 793 048 1 829276 567 1833767424

34-9571166 34-9714169 34-9857114

10*6911331 10-6940486 10-6969625

8183306 8176615 8169935

1225 1226 1227

1 500625 1 50 30 76 1505529

1838265625 1 842 771 176 1 847284083

35*0000000 35-0142828 35-0285598

10-6998748 10-7027855 10*705-6947

8163265 8156607 8149959

1228 1229 I23O

1 50 79 84 1 51 0441 1 51 29 00

1 851 804 352 1 856 331 989 1 860 867000

35-0428309 35*0570963 35'07i3558

10-7086023 10-7115083 10-7144127

8143322 8136696 8130081

I231 1232

1*33

Mi 53 61

1 51 78 24 1 5202 89

1 865409 391 1 869 959 168 1 874 516 337

35*0856096 35*0998575 35*1140997

10*7173155 10-7202168 10-7231165

8123477 8116883 8 1 10300

*234 I235 1236

I237 1238 1239

1522756 1525225 1527696

i 879 080904 1883652875 1888232256

35*1283361 35-1425668 35-1567917

10-7260146 10-7289112 10*7318062

8103728 8097166 8090615

1 53 01 69 1532644 1535121

1 892 819053 1 897413 272 1 902014919

35-1710108 35-1852242 35-1994318

10-7346997 10*7375916 10*7404819

8084074 8077544 8071025

1240 1241 1242

1 53 7600 1 54 00 8 1 1542564

1 906 624 000 1 911 240 521 1 915 864488

35*2136337 35*2278299 35-2420204

10-7433707 10-7462579 10-7491436

8064516 8058018 8051530

1243 1244

1245 1246

1247 1248

1545049 154 75 36

1550025

1920495907 1925 134784 1 929 781 125

35-2562051 35-2703842 35'2845575

10-7520277 10-7549103 10*7577913

8045052 8038585 8032129

1 55 25 16 1555009 i55 75°4

1934434 936 1 939 096 223

1 943 764 992

35*2987252 35*3128872 35*3270435

10*7606708 10-7635488 10*7664252

8025682 8019246 8012821

1249

1250

1 560001 1 562500

1 948 441 249 1 953 125000

35*3411941

35'355339I

10*7693001 10*7721735

8006405 8000000

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr. •000

1251

1252 1253

1 56 5001 1567504 1 57 co 09

1957816251 1 962 515 008 1 967 221 277

35-3694784 35*3836120 35*397740°

10-7750453 10-7779156 10-7807843

7993605 7987220 7980846

1254 1255 1256 1257 1258 1259

1 57 25 16 1 57 50 25 157 75 36

1 971 935 064 1976656375 1 981 385216

35-4118624

35*4*59792 35-4400903

10-7836516 10-7865173 10-7893815

7974482 7968127 7961783

1 580049 1 582564 1 585081

1 986 121 593 1 990865 512 1 995 616 979

35*454i958 35-4682957 35-4823900

10-7922441 10-7951053 10-7979649

7955449 7949 * 26 7942812

1260 1261 1262 1263 1264 1265 1266 1267 1268 1269 1270 1271

1 58 7600 1590121 1592644

2000 376000 2005 142 581 2009 916 728

35-4964787 35-5105618 35-5246393

10-8008230 10-8036797 10-8065348

7936508 7930214 7923930

1 59 51 69 1597696 1 6002 25

2 014698447 2019487744 2024284625

35*5387ii3 35*55*7777 35-5668385

10*8093884 10*8122404 10-8150909

7917656 7911392 7905138

1 6027 56 1 60 52 89 1 60 78 24

2029089096 2033 901 163 2038720832

35-5808937

35*5949434 35-6089876

10*8179400 10-8207876 10*8236336

7898894 7892660 7886435

1 61 03 61 1 61 2900 1 61 5441

2 043 548 109 2048 383 000 2053 225 511

35-6230262

35*6370593 35*6510869

10-8264782 10-8293213 10*8321629

7880221 7874016 7867821

1272 1273 1274

1 61 79 84 1 6205 29 1 62 30 76

2058 075 648 2062933417 2067 798 824

35-6651090 35-6791255 35-6931366

10*8350030 10-8378416 10-8406788

7861635 7855460 7849294

1275 1276 1277

1 62 5625 1 62 8 1 76 1 63 07 29

2072671 875

2 °77 552 576 2082440933

35-7071421 35-7211422 35-7351367

10-8435144 10-8463485 10-8491812

7843'37 7836991

7830854

1278 1279 1280

1633284 1 63 58 41 1 63 8400

2087 336952 2092240639 2097 152000

35-7491258 35-7631095 35-7770876

10-8520125 10-8548422 10-8576704

7824726 7818608 7812500

1281 1282 1283

1 6409 61 1643524 1 64 60 89

2 102 07 1 041 2 106997 768 2 in 932 187

35-7910603 35-8050276 35*8189894

10*8604972 10*8633225 10-8661464

7806401 7800312 7794232

1284 1285 1286

1648656 1 65 1225 1653796

2 116 874 304 2 121 824 125 2 126 781 656

35'8329457 35-8468966 35*8608421

10-8689687 10-8717897 10-8746091

7788162 7782101 7776050

1287 1288 1289 1290 1291

I2C2

1 65 63 69 1658944 1 66 15 21 1 6641 CO 1 66 66 81 1 66 92 64

2 131 746 903 2 136 719 872 2 141 700 569

35*8747822 35-8887169 35-9026461

10-8774271 10*8802436 10-8830587

7770008 7763975 7757952

2 146 689 000 2 151 685 171 2 156689088

35-9165699

35-9304884 35-9444015

10-8858723 10-8886845 10-8914952

7751938 7745933 7739938

I293 I294 I295

1 67 18 49 1674436 1 67 7025

2 161 700 757 2 166 720 184

2 171 747 375

35*9583092 35-9722115 35-9861084

10*8943044 10*8971123 10*8999186

7733952 7727975 7722008

I296 1297 I298

1 67 96 16 1 68 22 09 1 68 48 04

2 176 782 336 2 181 825073 2 186 875 592

36-0000000 36-0138862 36-0277671

10-9027235 10-9055269 10-9083290

7716049

77 10 ICC

770416c

I299 I 3OC

1 68 7401 1 69 00 CO

2 191 933 899

2 197 OOO oco

36-0416426 36-0555128

10-9111296 10-9139287

7698229 7692308

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Num

Square.

Cube.

Squ. Root.

Cube Root.

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1301

1302 1303

1 69 26 01 1 69 52 04 1 69 78 09

2 202073 901 2207 155 608 2 212 245 127

36-0693776 36*0832371 36-0970913

10*9167265 10-9195228 10*9223177

7686395 7680492 7674597

1304

1305 1306

1 70 04 1 6 1 70 30 25 1 70 56 36

2217342464 2 222447 625 2 227 560 616

36*1109402

36-1247837 36-1386220

10*9251111

10-9279031 10*9306937

10*9334829 10*9362706 10*9390569

7668712 7662835 7656968

1307 1308 1309

1 70 82 49 1 71 08 64 171 3481

2 232 681 443 2 237 810 112 2 242 946 629

36-1524550 36-1662826 36*1801050

7651109

7645260 7639419

1310 1311 1312

1 71 61 00 1 71 8721 1 72 13 44

2 248 091 000 2253243231 2 258403 328

36-1939221 36*2077340 36*2215406

10-9418418

10*9446253 10*9474074

7633588 7627765 7621951

1313 1314 1315

1 72 39 69 i 72 65 96 1 7292 25

2263571297 2 268 747 144 2273930875

36-2353419 36-2491379 36-2629287

10*9501880 10*9529673 IO'955745i

7616146 7610350 7604563

1316

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1 73 18 56

^34489

1737124

2 279 122496 2 284 322013 2 289 529432

36-2767143 36-2904946 36*3042697

10*9585215 10*9612965 10*9640701

7598784 75930H 7587253

1319 1320 1321

1 73 97 61 1 74 24 00 1 74 5041

2294744759 2 299 968 000 2 305 199 161

36*3180396 36*3318042 36'3455637

10*9668423 10*9696131 10*9723825

7581501 7575758 7570023

1322 1323 1324

1 74 76 84 1750329 1752976

2310438248 2315685267 2 320 940 224

36*3593179 36*3730670 36*3868108

10*9751505 10*9779171 10*9806823

7564297 7558579

7552870

75471 70 754H78 7535795

1325 1326

1327

1755625 1 75 8276 1 76 09 29

2 326 203 125 233i473 976 2 336 752 783

36*4005494 36*4142829 36-4280112

10*9834462 10*9862086 10*9889696

1328 1329 1330

1763584 1 76 6241 1 76 89 00

2342039552 2347 334 289 2 352 637000

36"44i7343 36*4554523 36*4691650

10*9917293 10*9944876 10*9972445

7530120

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2357 947 69i 2 363266 368 2368593037

36*4828727 36*4965752 36-5102725

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1334 J335 '336

1337 1338 1339

177 95 56 1 782225 1784896

2 373 927 704 2379270375 2 384621 056

36-5239647 36-5376518 36'55i3338

11*0082583 11*0110082

11*0137569

7496252 749o637 7485030

1787569

1 79 °2 44 1 79 2921

2 389 979 753 2 395 346 472

2400 721 219

2406 104000 2 41 1 494 821 2416893688

36-5650106 36-5786823 36-5923489

11*0165041 11*0192500

11*0219945

7479432 7473842 7468260

1340 i34i "342

1 79 56 00 1 79 82 81 1 80 09 64

36-6060104 36-6196668 36*6333181

11*0247377 11*0274795

11*0302199

7462687 7457122 7451565

1343 1344 1345!

1 80 3649 1 8063 36 1 809025

2 422 300 607 2427715584 2433 138625

36*6469644 36*6606056 36*6742416

H'0329590 11*0356967 11*0384330

7446016

7440476 7434944

1346

1347 1348

181 17 16 1 814409 1 8 1 7 1 04

2438 569 736 2444008 923 2449456192

36*6878726 36*7014986 36*7151195

11*0411680

11*0439017

11*0466339

7429421

7423905 7418398

1349 *35o

1819801 1 82 25 00

2 454 91 1 549 246c 375 000

36*7287353 36*7423461

11*0493649

11*0520945

7412898

7407407

27

Xum.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

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1351

1352 1353

1 82 5201 1 82 79 04 1 83 0609

2465 846 551 2471 326208 2476813977

36-7559519 36*7695526 36-7831483

11-0548227

"■°575497 11-0602752

7401924 7396450 7390983

'354 r355 1356

'357 1358 '359

18333x6 1 83 6025 1838736

2482 309 864 2487813875 2493 326016

36-7967390 36*8103246 36-8239053

11*0629994 11-0657222 11-0684437

7385524 7380074

7374631

1841449 1 8441 64 1 8468 81

2498 846293 2504374712 2 509 911 279

36-8374809 36-8510515 36-8646172

11*0711639 11-0738828 11-0766003

7369197 7363770 7358352

1360 1361

1362

*363 1364

i365

1 84 96 00 1 85 2321 1855044

2515456000 2 521 008 881 2 526 569 928

36*8781778 36-8917335 36-9052842

11-0793165 11*0820314 11-0847449

7352941

7347539 7342144

1857769 1 860496 1 86 3225

2 532 139 147 2537716544 2 543 302 125

36-9188299 36-9323706 36-9459064

11-0874571 11*0901679 11-0928775

7336757 7331378 7326007

1366 1367 1368

1865956 1868689 1871424

2 548 895 896 2554497863 2 560 108 032

36,9594372 36-9729631 36-9864840

iro955857 11-0982926 11-1009982

7320644 7315289 7309942

1369 1370 1371

1 8741 61 1 87 69 00 1 87 9641

2 565 726409 2 571 353000 2 576 987 811

37-0000000

37#oi35"o 37-0270172

11-1037025 11-1064054 11-1091070

7304602 7299270 7293946

1372 1373 1374

1882384 1 88 51 29 1887876

2 582 630848 2588282 117 2 593 941 624

37-0405184 37-0540146 37-0675060

11-1118073 11-1145064 11-1172041

7288630 7283321 7278020

1375 1376

1377

1 890625 1893376 1 89 61 29

2 599 609 375 2605 285 376 2 610969 633

37-0809924 37-0944740 37-1079506

11*1199004 11-1225955 11-1252893

7272727 7267442 7262164

1378 1379 1380

1898884 1 90 1641 1 90 44 00

2 616 662 152 2 622 362939 2 628 072000

37-1214224 37-1348893 37*1483512

11-1279817 11-1306729 11-1333628

7256894 7251632 7246377

1381 1382 1383

1 90 7 1 61 1 90 99 24 1 91 26 89

2633789341 2 639 514968 2 645 248 887

37-1618084 37-1752606 37-1887079

11-1360514 11-1387386 11-1414246

7241 130 7235890 7230658

1384 1385 1386

1 91 54 56 1 91 8225 1 9209 96

2650991 104 2 656 741 625 2 662 500456

37-2021505 37-2155881 37-2290209

11-1441093 11-1467926 1 1- 1494747

7225434 7220217 72150C7

1387 1388 1389

1 92 37 69 1926544 1 92 93 21

2 668 267 603 2 674043 072 2679826869

37-2424489 37-2558720 37-2692903

11-1521555

"•1548350 11-1575133

7209805 72046 1 1 7199424

1390

I391 1392

1 93 21 00 1 93 48 81 1 93 76 64

2 685 619 ceo

2691419471 2697228288

37-2827037 37-2961124 37-3095162

11-1601903 11*1628659 11-1655403

7194245 7189073 7183908

1393 1394 1395

1940449 1 94 32 36 1 946025

2703045457

2 708 870984 2714704875

37-3229152 37-3363094 37-3496988

11-1682134

11-1708852 11-1735558

7178751 7173601 7168459

1396 1397 1398

19488 16 1 95 1609

1954404

2 720 547 136 .2 726 397 773 2 732 256 792

37-3630834 37*3764632 37-3898382

11-1762250 11-1788930 11-1815598

7163324 7158196

7153076

1399

1400

1957201 1 960000

2738 I24 I99 2 744 OOO OOO

37-4032084 37-4165738

11-1842252 11-1868894

7147963 7142857

28

Num.

Square.

Cube.

Squ. Root.

Cube Root.

fiecipr.

•000

140 1 1402 1403 1404 1405 1406

1 9628 01 1 96 5604 1 96 8409

2 749 884201 2755776808 2 761 677 827

37-4299345 37-4432904 37-4566416

11-1895523 11-1922139 11-1948743

7137759 7132668 7127584

1 97 12 16 1974025 1976836

2767 587264 2773505 125 277943i4i6

37-4699880 37-4833296 37-4966665

"*I975334 11-2001913 11-2028479

7122507 7"7438 7112376

1407 1408 1409

1979649 1 982464 1 98 52 81

2 785 366 143 2791 309 312 2 797260929

37-5099987 37-5233261 37-5366487

11*2055032 11-2081573 11-2108101

7107321 7102273 7097232

T410 1411 1412

1 98 81 00 1 990921 1993744

2 803 221 000 2 809 189 531 2815 166528

37-5499667 37-5632799 37*5765885

11-2134617

II*2l6lI20

11*2187611

7092199

7087172 7082153

1413 1414 1415

1996569 1999396

2002225

2 821 151 997 2 827 145 944 2833148375

37-5898922 37-6031913 37*6164857

11-2214089

11-2240554

11-2267007

7077141 7072136 7067138

1416 1417 1418 1419 1420 142 1

200 50 56 20078 89

201 0724

2 839 159296 2 845 178 713 2 851 206 632

37-6297754 37-6430604 37*6563407

11-2293448 11-2319876 11-2346292

7062147 7057163 7052186

201 35 61 201 6400 201 9241

2857243059 2 863 288000 2 869 341 461

37-6696164 37-6828874 37-6961536

11*2372696 11*2399087 11*2425465

7047216 7042254 7037298

1422 1423 1424 1425 1426 1427

2 02 20 84 2 02 49 29 2 02 77 76

2875403448 2881473967 2 887 553024

37-7094153 37-7226722 37-7359245

11*2451831 11*2478185 11*2504527

7032349

7027407 7022472

2030625 2033476 203 63 29

2 893 640625 2899736776 2905 841483

37-7491722 37-7624152 37*7756535

11*2530856

11-2557173 11*2583478

7017544 7012623 7007708

1428 1429 1430

203 91 84 2042041 2 04 49 00

29Ii95475* 2918076 589 2924207000

37*7888873 37-8021163 37*8153408

11*2609770 11-2636050 11-2662318

7002801 6997901 6993007

H3 1 1432

1433

2047761 2 05 06 24 2053489

2 93o 345 991 2 936 493 568 2 942 649 737

37*8285606 37-8417759 37*8549864

11-2688573 11*2714816

11*2741047

6988120 6983240 6978367

H34 '435 1436

20563 56 2059225 2062096

2 948 8 14 504 2954987875 2961 169 856

37-8681924 37*8813938 37-8945906

11*2767266

11*2793472 11*2819666

6973501 6968641 6963788

"437 H38 1439

2 06 49 69 206 7844 2070721

2967 360453

2 973 559672 2979767519

37-9077828 37-9209704 37-934I535

11*2845849 11*2872019 11*2898177

6958942 6954103 6949270

1440 1441 1442

207 3600 2 07 64 8 1 2079364

2985984000 2992209 121 2998442888

37-94733I9 37-9605058

37-9736751

11*2924323

11*2950457 11-2976579

6944444 6939625

6934813

1443 1444

1445

2 08 22 49 208 51 36 208 8025

3 004 685 307 3010936 384 3017 196 125

37-9868398 38*0000000 38-0131556

11-3002688 11*3028786 11*3054871

6930007 6925208 6920415

1446

1447 1448

20909 16 209 3809 2 09 67 04

3023464536 3 029 741 623 3036027392

38-0263067 38-0394532 38-0525952

11*3080945 1 i;3 107006

11*3133056

6915629 6910850 6906078

1449

1450

2099601 2 1025 00

3 042 321 849 3 048 625 000

38-0657326 38-0788655

11*3159094 11*3185119

6901312 6896552

-9

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr. *oco

1451 1452 H53 H54 H55 1456

2 10 5401 2 1083 04 2 11 1209

3054936851 3 061 257408 3 067 586 677

38-0919939 38*1051178 38-1182371

11-3211132

11-3237134 11-3263124

6891799

6887052 6882312

2 11 41 16

2 11 70 25 2 11 99 36

3 073 924664 3 080271 375 3086626816

38-1313519 38-1444622 38-1575681

11-3289102 11-3315067 11-3341022

6877579 6872852 6868132

H57 1458 J459 1460 146 1 1462

2 122849 2 12 57 64 2 128681

3092990993 3099363912 3 io5 745 579

38*1706693 38-1837662 38-1968585

11-3366964 11-3392894 11-3418813

6863418 6858711 6854010

2 13 1600 2134521 2 13 7444

3 112 136000 3118535181 3 124 943 128

38-2099463 38-2230297 38-2361085

II-34447I9 11-3470614 11-3496497

6849315 6844627 6835945

1463 1464 1465

2 1403 69

2 14 32 96

2 146225

3 131 359847

3 137 785 344 3 144219625

38-2491829 38-2622529 38-2753184

11-3522368 11-3548227 11-3574075

6835270 6830601 6825939

1466

1467 1468 1469

1470 147 1

2 1491 56 2 15 2089 2 15 5024

3 150662 696 3 157 "4 563 3 163575232

38-2883794 38-3014360 38-3144881

11-3599911

11-3625735 II#365i547

6821282 6816633 6811989

2 15 79 61 2 16 0900 2 16 3841

3 170044709 3 176 523 000 3 183010 in

38-3275358 38-3405790 38-3536I78

11-3677347 11-3703136 11-3728914

6807352 6802721 679S097

1472

H73

1474.

2166784 2 1697 29 2 17 26 76

3 189 506048 3 196010 817 3202524424

38-3666522 38*3796821 38-3927076

11-3754679 11-3780433 11-3806175

6793478 6788866 6784261

1475 1476

1477

2175625 2178576 2 18 15 29

3 209046 875 3215578 176 3 222 118 333

38-4057287 38-4187454 38-43I7577

11-3831906 11-3857625 11-3883332

6779661 6775068 677048 1

1478

H79 1480

2 184484 2 18 7441 2 19 0400

3 228 667 352 3235225239 3 241 792 000

38-4447656 38-4577691 38-4707681

11-3909028 11-3934712 11-3960384

6765900 6761325 6756757

148 1 1482 1483

2 19 33 61 2 19 63 24 2 19 92 89

3 248 367 641 3254952168 3261545587

38-4837627 38-4967530 38-509739°

11-3986045 11-4011695 "•4037332

6752194 6747638 6743088

1484 1485 i486 1487 1488 1489

2 20 22 56 2 20 52 25 22081 96

3 268 147 904 3274759125 3 281 379256

38*5227206

38-5356977 38-5486705

11-4062959

11-4088574 11-4114177

6738544 6734007 6729475

221 11 69 2214144 221 71 21

3 288 008 303 3 294 646 272 3 301 293 169

38-5616389

38*5746030 38-5875627

11-4139769 11-4165349 11-4190918

6724950 6720430 6715917

1490 149 1 1492

2 2201 00 222 30 81 2 22 60 64

3 307 949 000 3314613771 3 321287488

38*6005181 38-6134691 38-6264158

11-4216476 11-4242022 11-4267556

67 1 1409 6706908 6702413

1493 1494 H95

2 22 90 49 223 20 36 223 5025

3327970157 3334661784 3341362375

38-6393582 38*6522962 38*6652299

11-4293079 11-4318591 11-4344092

6697924 6693440 6688963

1496

H97 1498

1499

1500

2 23 80 16 2 24 10 09 2 24 40 04

3348071936

3 354 79°473 3361 517992

38-6781593 38*6910843 38-7040050

11-4369581

II-4395059 11-4420525

66S4492 6680027 6675567

2 247001 2 2 5 00 00

3368254499

3 375 000000

38-7169214 38-7298335

"•4445980 11-4471424

6671114 6666667

30

Xum.l Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

•ceo

1501 1502 1503

225 3001 2 25 60 04 225 9009

3 381 754 501 3 388518008 3395290527

38-7427412

38-7556447 38*7685439

11-4496857 11-4522278 11-4547688

6662225

6657790

665336c

1504 1505 1506

2 26 20 16 2 26 5025 2 26 80 36

3 402 072 064 3408 862 625 3415 662216

38-7814389 38-7943294 38-8072158

11-4573087 11-4598474 11-4623850

6648936 6644518 6640106

1507 1508 1509

2 27 1049 2 27 40 64 227 7081

3 422 470 843 3429288 512 3436 1 15 229

38-8200978 38-8329757 38*8458491

11-4649215 11-4674568 11-4699911

6635700 6631300 6626905

1510 1511 1512

228 01 00 228 31 21 228 6144

3442 951 000 3449795831 3 456 649 728

38-8587184

38'87I5834 38-8844442

11-4725242 11-4750562 11-4775871

6622517 6618134

6613757

1513 I5M- 1515

228 91 69 2 29 21 96 2 29 5225

3463512697 3470384744 3477265875

38*8973006 38-9101529 38-9230009

11-4801169 11*4826455 11*4851731

6609385 6605020 6600660

1516

1517 i5r8

22982 56 2 30 12 89

2 30 43 24

3484 156096 3491055413 3497963832

38-9358447 38-9486841 38-9615194

11*4876995 11*4902249 11-4927491

6596306

6591958 6587615

1519 1520 1521 1522

1523 1524

2 30 73 61 2 3 1 04 00 2 31 3441

3504881359 3 511 808000 3 518 743 761

38-9743505 38-9871774 39-0000000

11*4952722

n'4977942 11*5003151

6583278 6578947

6574622

2 3 T 64 84 2319529 2322576

3 525 688 648 3 532 642 667 3 539 6°5 824

39*0128184 39*0256326 39-0384426

11*5028348

II'5°53535 11*5078711

6570302

6565988 6561680

1525 1526 1527

2 32 5625 2 32 8676 233 1729

3 546 578 125 3 553 559 576 3560550183

39-0512483 39-0640499 39-0768473

11*5103876 11*5129030

ii-5i54i73

6557377

6553080 6548788

1528 1529

I530

2 33 47 84 233784I 2 34 09 OO

3 567 549 952 3574558889 3581577000

39*0896406 39*1024296 39*1152144

11*5179305 11*5204425 "•5**9535

6544503

6540222

6535948

1532 "553

2343961 2 34 70 24 2 350089

3 588 604291 3595640768 3 602 686437

39-1279951 39-1407716 39'J535439

11-5254634 11-5279722 ii-5304799

6531679 6527415 6523157

*534 !535 1536

2353156 2 35 62 25 2359296

3 609 741 304 3616805375 3623878656

39-1663120 39-1790760 39-1918359

11-5329865 11*5354920 11*5379965

6518905 6514658 6510417

I537 1538

1539

2 36 23 69 2365444 2 36 85 21

3630961 153 3 638 052 872 3 645 153 819

39*2045915 39*2173431 39*2300905

11*5404998 11*5430021 "*5455°33

6506181 6501951 6497726

1540 1 541 1542

2 37 160O 2 3746 8l

2 37 77 64

3 652 264 oco

3659383421 3666512088

39-2428337 39*2555728 39-2683078

11*5480034 11*5505025 11*5530004

6493506 6489293

6485084

J543 1544 1545

2 38 0849 2383936 2387025

3 673 650007 3 680797 184 3687953625

39-2810387 39*2937654 39-3064880

"'5554973 "•5579931 11-5604878

6480881

6476684

6472492

1546

1547 1548

2 3901 16 2 39 3209 2 39 63 04

3695 119 336 3 702 294 323 3 709 478 59*

39-3192065 39-3319208 39-3446311

11-5629815 "•5654740 "•5679655

6468305 6464124 6459948

1549 1550

2399401 2402500

3 716672 149 3 723 875000

39*3573373 39-3700394

"•5704559 11-5729453

6455778 64SI6I3

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

•000

*55* 1552 1553

240 5601 2 40 87 04

241 18 09

3731087151 3 738 308 608 3 745 539 377

39-3827373

39*395431* 39*4081210

"•5754336 11-5779208 11*5804069

6447453 6443299 6439150

1554 1555 1556

241 49 16

241 8025

242 11 36

3752779464 3 760028 875 3 767287616

39*4208067 39*4334883 39-4461658

11*5828919

"•5853759 11*5878588

6435006 6430868 6426735

1557 1558 *559

2 42 42 49 2427364 2 43 04 8 1

3 774 555693 3 781 833 112 3 789 119 879

39*4588393 39-4715087 39-4841740

11*5903407 11*5928215 11*5953013

6422608 6418485 6414368

1560 1561 1562

243 3600 2436721 2439844

3 796416000 3 803 721 481 3 811 036 328

39-4968353 39-5094925 39-5221457

"•5977799 11*6002576 11*6027342

6410256 6406150 6402049

1563 1564 1565

24429 69 2 44 60 96 2449225

3 818 360 547 3 825 694 144 3833037125

39*5347948

39*5474399 39-5600809

11*6052097 11*6076841 11*6101575

6397953 6393862 6389776

1566

1567 1568

2452356 2455489 2 45 86 24

3 840 389496 3847751263 3855122432

39-5727179 39-5853508 39*5979797

11*6126299 11-6151012 11-6175715

6385696 6381621 637755*

1569

1570 1571

246 17 61 2 46 49 00 246 8041

3 862 503 009 3 869 893 000 3 877 292 41 1

39-6106046 39-6232255 39-6358424

11*6200407 11-6225088 11*6249759

6373486 6369427 6365372

1572 1573 1574

247 11 84 2474329 2 47 74 76

3 884701248 3 892 119 517 3 899 547 224

39-6484552 39*6610640 39-6736688

11*6274420 11*6299070 11-6323710

6361323 6357279 6353240

1575 1576

1577

2480625 2483776 2 48 69 29

3906984375 3914430976 3 921 887033

39-6862696 39*6988665 39*7"4593

11-6348339 11-6372957 11-6397566

6349206 6345178 634**54

1578

1579 1580

2 49 00 84 2493241 2 49 64 CO

3 929 35*552 3936827539 3 944312000

39*7240481 39*7366329 39*7492138

11*6422164 11-6446751 11-6471329

6337136 6333122 6329114

1581 1582 1583

2499561

2 50 27 24 2 50 58 89

3 951 805 941 3959309368 3 966 822 287

39-7617907 39*7743636 39-7869325

11-6495895 11-6520452 11-6544998

6325111 6321113 6317119

1584

1585 1586

1587 1588 1589

2 5090 56 2 51 2225 2515396

3 974 344 7°4 3 981 876625 3 989418056

39*7994975 39*8120585 39-8246155

11-6569534 11-6594059 11*6618574

6313131 6309148 6305170

2 51 8569 2521744 2524921

3 996969003 4004529472 4012099469

39-8371686 39-8497177 39-8622628

11*6643079 11*6667574 11-6692058

6301197 6297229 6293266

1590 1591 1592

2 52 81 00 2 53 1281 2534464

4019 679000 4027 268071 4034866688

39-8748040 39*8873413 39-8998747

11*6716532 11*6740996 11*6765449

6289308 6285355 6281407

1593 1594 1595

2537649 2 5408 36 2544025

4.042474857 4050092 584 4057 719 87^

39*9124041 39*9249295 39*9374511

11-6789892 11*6814325 11*6838748

6277464 6273526 6269592

1596

1597 1598

2 5472 16 2550409 2553604

4065 356736

4.73003173 4 ^80659 192

39-9499687 39*9624824 39-9749922

11*6863161 11-6887563 11-6911955

6265664 6261741 6257822

1599 1600

2 55 6801 2 560000

4 J88324799 4 396 000 000

39-9874980

40-0000000

11-6936337 11*6960709

6253909

6250000

32

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

•000

1601 1602 1603

2 56 3201 2 56 64 04 2 56 9609

4 103 684801 4 in 379208 4 119 083 227

40*0124980 40*0249922 40*0374824

11*6985071 11*7009422 11*7033764

6246096 6242197 6238303

1604 1605 1606

2 5728 16 2 576025 2579236

4 126 796 864 4 134 520 125 4 142 253 016

40*0499688 40*0624512 40*0749298

11*7058095 11*7082417 11*7106728

6234414 6230530 6226650

1607 1608 1609 1610 1611 1612

2582449 2 58 56 64 2 588881

4 i49 995 543 4 157 747 712 4165509529

40*0874045 40*0998753 40*1123423

11*7131029 11*7155320 11*7179601

6222775 6218905 6215040

2 59 21 00 2595321 2598544

4 173 281 000 4 181 062 131 4188852928

40*1248053 40*1372645 40*1497198

11*7203872 11*7228133 11*7252384

6211180

6207325 6203474

1613 1614 1615 76^6 1617 1618

2 60 17 69 2 6049 96 2 608225

4196653397 4204463544 4212283 375

40*1621713 40*1746188 40*1870626

11*7276625 11*7300855 11*7325076

6199628

6195787 6191950

2 61 1456 26146 89 2 61 79 24

4220 112 896 4227 952 113 4235 801 032

40*1995025 40*2119385

40*2243707

11*7349286

11*7373487 11*7397677

6188119 6184292 6180470

1619 1620 1621

2 62 ii 61 2624400 2627641

4243659659 4251 528 coo 4259406061

40*2367990 40*2492236 40*2616443

11*7421858 11*7446029 11*7470190

6176652 6172840 6169031

1622 1623 1624

2630884 2 6341 29 2637376

4267293 848

4275 191 367

4283098 624

40*274061 1 40*2864742 40*2988834

11*7494341 11*7518482 11*7542613

6165228 6 16 1429 6157635

1625 1626 1627

2 640625 2643876 2 64 7 1 29

4291 015 625

4298942376 4306878883

40*3112888 40*3236903 40*3360881

11*7566734 11*7590846 11*7614947

6153846 6150062 6146282

1628 1629 1630 1631 1632 1633

26503 84 265 3641 2 65 6900

4314825 152

4322 781 189

4330747000

40*3484820 40*3608721 40*3732585

11*7639039 11*7663121 11*7687193

6142506

6l38735 6134969

2 6601 61 2 66 34 24 2666689

4338722591

4 346 707 968 4 354 703 137

40*3856410 40*3980198 40*4103947

11*7711255 11*7735306 11*7759349

6131208 6 12745 1 6123699

l634 1635 1636

2 66 99 56 267 3225 2 67 6496

4 362 708 104 4370722875 4 378 747 456

40*4227658 40*4351332 40*4474968

11*7783381 11*7807404 11*7831417

^119951 6116208 6 1 12469

1637 1638 1639

267 97 69

268 3044 2 68 63 21

4386781853 4394826072 4402 880 119

40*4598566 40*4722127 40*4845649

11*7855420 11*7879414 11*7903397

6108735 6105006 6101281

1640 1641 1642 1643 1644 1645

2 68 96 00 2692881 2 69 61 64

4410944000 4419017721 4427 101 288

40*4969135 40*5092582 40*5215992

11*7927371

"•7951335 11*7975289

6097561 6093845 6090134

2699449 2 7027 36 2706025

4435194707 4443297984 4451411 125

40*5339364 40*5462699 40*5585996

11*7999234 11*8023169 11*8047094

6086427 6082725 6079027

1646 1647 1648

2 7093 16 2 71 2609 2715904

4459 534 i36 4467 667023 4475809792

40*5709255 40*5832477 40*5955663

11*8071010 11*8094916 11*8118812

6o75334 6071645 6067961

j 649 1650

2 71 9201 2 722500

4483962449 4492 125 000

40*6078810 40*6201920

11*8142698 11*8166576

6064281 6060606

33

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

•oco

1651 1652 1653

2 72 5801 2 72 9 1 04

2732409

4500297451 4 508479808 4516672077

40-6324993 40*6448029 40*6571027

11*8190443 11*8214301 11*8238149

6056935

6053269 6049607

1654 1655 1656 1657 1658 1659

2735716 2739025 2742336

4524874264 4533086375 4541 308416

40*6693988 40*6816912 40*6939799

11*8261987 11*8285816 11*8309634

6045949

6042296 6038647

2745649 2 74 89 64 2 75 22 81

4 549 54° 393 4557782312 4566034 179

40*7062648 40*7185461 40*7308237

11-8333444 11-8357244 11-8381034

6035C03

6031363 6027728

1660 1661 1662

2 75 5600 2758921 2 76 2244

4 574 296 coo

4582567781

4 59° 849 528

40*7430976

4C7553677 40*7676342

11-8404815 11-8428586 11*8452348

6024096 6020470 6016847

1663 1664 1665

2765569 2768896 2 77 2225

4 599 J4i H7

4 607 442 944 4615754625

40*7798970 40*7921561 40*8044115

11*8476100 11*8499843 11*8523576

6013229 6009615 6006006

1666 1667 1668

2775556 2778889 2 78 2224

4624076 296 4632407963 4640749632

40-8166633 40-8289113 40*8.411557

11*8547299 11*8571014 11*8594719

600240 J 5998800

5995204

1669 1670 1671

2785561 2 78 8900 2 79 2241

4649 10 1 309 4657463000 4665834711

40-8533964 40-8656335 40*8778669

11*8618414 11*8642100 11*8665776

5991612 5988024 5984440

1672 1673 1674

2795584 2798929 2 80 22 76

4674216448 4682 608 217 4 691 010024

40*8900966 40*9023227 40*9145451

11-8689443 11-8713100 11-8736748

5980861 5977286 5973716

1675 1676

1677

2 80 5625 2808976 2 81 23 29

4699421875 4 707 843 776 4716275733

40*9267638 40-9389790 40-9511905

11*8760387 11*8784016 11*8807636

5970149 5966587 5963029

1678 1679 1680

281 5684 281 9041 2 82 24 00

4724717752 4 733 169839 4741 632 coo

40*9633983 40*9756025 40*9878031

11*883x246 11*8854847 11*8878439

5959476 5955926 5952381

1681 1682 1683

2 82 5761 2 82 91 24 283 2489

4750 104 241 4758586568 4767078987

4i*occoooo 41*0121933 41-0243830

11*8902022 11*8925595 11-8949159

5948840

5945 3c 3 5941771

1684 1685 1686

283 5856 2 83 92 25 2 8425 96 2 84 59 69 2849344 2 85 27 21

4775581504 4784094125

4792616 856

41*0365691 41*0487515 41*0609303

11-8972713 11-8996258 11*9019793

5938242 5934718 5931198

1687 1688 1689 1690 1691 1692

4801 149 703 4809 692 672 4818 245 769

41*0731055 41*0852772 41*0974452

11-9043319 11-9066836 11-9090344

5927682 5924171 5920663

2 85 6100 2 85 94 81 2 86 28 64

4 826 809 000 4835382371 4843965888

41*1096096 41*1217704 41*1339276

11-9113843 11*9137332 11*9160812

5917160 5913661 5910165

1693 1694 1695

2 86 6249 2 86 96 36 2 87 3025

4852559557 4861 163 384 4869777375

41*1460812 41*1582313

41*1703777

11*9184283 11*9207744 11*9231196

5906675 5903188 5899705

1696 1697 1608 1699

1700

2 87 64 16 2879809 2 88 3204 2 88~66oT 2 89 0000

4 878401 536 4887035873 4895 680 392

41*1825206 41*1946599 41*2067956

11*9254639 11*9278073 11*9301497 11*9324913 11*9348319

5896226 5892752 5889282 5885815 5882353

4904335099 4913 coo coo

41-2189277 41*2310563

34

Num.

1701 1702 1703 1704

1705 1706

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

•000

289 3401 2 89 68 04 2 90 02 09

4921 675 101 4930 360408 4939055927 4947761664 4956477625 4965 203 816

41*2431812 41-2553027 41*2674205

11-9371716 11-9395104 11-9418482

5878895 5875441 5871991

2 90 36 16 2 90 7025 2 91 0436 291 3849 2 9 1 72 64 29206 81

41-2795349 41-2916456 41-3037529

11-9441852 11-9465213 11-9488564

5868545 5865103 5861665

1707 1708 1709

4973940243 4982 686912 4991443829

41-3158565 41-3279566 41-3400532

11-9511906

II*9535239 11-9558563

5858231 5854801 5851375

1710 1711 1712

1713 1714

*7*S

1716 1717 1718 1719

1720 1721

2 9241 00

2 92 75 21 2930944

5 000 211 000 5 008 988431 5 017 776 128

41-3521463 41-3642358 41-3763217

11-9581878 11-9605184 11-9628481

5847953 5844535 5841121

2934369 2937796 2 94 12 25

5026574097 5035382344 5 044200 875

41-3884042 41-4004831 41-4125585

11-9651768 11-9675047 11-9698317

5837712 5834306 5830904

2944656 29480 89 2951524

5 053 029 696 5061 868 813

5 070718 232

41-4246304 41-4366987 41-4487636

11-9721577 11-9744829 11-9768071

5827506 58241 12 5820722

2954961 2 95 84OO 2 96 1841

5 079 577 959 5 088 448 000 5097328361

41-4608249 41*4728827 41*4849370

11-9791304 11-9814528

11-9837744

5817336 5813953 5810575

1722 1723 1724

2 96 52 84 2 96 87 29 2 97 21 76

5 106 219048 5 115 120067 5 124 03 1 424

41-4969878 41-5090351 41-5210790

11-9860950 11-9884148 11-9907336

5807201 580383.1 5800464

1725 1726

1727

2975625 2979076 2 98 25 29

5 132 953 125 5 141 885 176 5 150827583

4i'533"93 41-5451561 41*5571895

11-9930516 11-9953686 11-9976848

5797101

5793743 5790388

1728 1729 1730

2 98 59 84 298 944I 2 99 29 OO

5 159780352

5 l68 743 4S9

5 177 717 000

41-5692194 41-5812457 41-5932686

12'OOCOOOO 12-0023144 12-0046278

5787037 5783690 5780347

1731 1732

1733

2 99 63 6l

2 99 98 24

3 00 32 89

5 186 700 891 5 195 695 168 5204699837

41-6052881 41-6173041 41-6293166

12*0069404 12-0092521

12-0115629

5777008 5773672 5770340

1734 1735 1736

3 00 67 56 3 01 02 25 3 01 3696

5 213 714 904 5 222 740 375 5231776256 5240822553 5 249 879 272 5258946419

41-6413256 41-6533312 41*6653333

12-0138728 12-0161818 12*0184900

5767013 5763689 5760369

1737 1738 1739

3 01 71 69 3 02 06 44 3 0241 21

41-6773319 41*6893271 41-7013189

12*0207973 12*0231037 12*0254092

5757052 5753740 5750431

1740 1741 1742

1743 1744 1745

3 02 76 00 3 03 10 81 3 03 4564

5 268 024000 5277 112 021 5286210488

41-7133072 41-7252921 41-7372735

12*0277138 12-0300175 12*0323204

5747126

5743825 5740528

3038049

3 04I5 36

3045025

5295319407 5304438784 5313568625

41-7492515 41-7612260 41-7731971

12*0346223 12*0369233. 12*0392235 12*0415229 12-0438213 12-0461189

5737235 5733945 5730659

1746

1747 1748

30485 16 3 05 2009 3055504

5 322 708 936 5331859723 5 341 020992

41-7851648 41-7971291 41*8090899

5727377 5724098 5720824

1749

1750

305 9001 3 06 2500

5350192749 5 359 375 ceo

41-8210473 41-8330013

12-0484156 12*0507114

5717553 57142S6

35

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

•000

1751 1752 1753

3 06 6001 3069504 3 07 3009

5368567751

5377771008 5386984777

41-8449519 41*8568991 41-8688428

12*0530063 12*0553003 !2-o575935

5711022

5707763 5704507

J754 J755 1756

30765 16 3 080025 3083536

5 396 209 064

5 405 443 875 5 414 689 216

41-8807832 41*8927201 41-9046537

12*0598859 12*0621773 12-0644679

5701254 5698006 5694761

1757 1758 1759

3087049 3 09 05 64 3 09 40 8 1

5423945093 5433211512 5 442 488 479

41-9165838 41-9285106 41-9404339

12-0667576 12*0690464 12*0713344

5691520 5688282 5685048

1760 1761 1762

3 09 76 00 3 10 11 21 3 104644

5451 776000 5461 074081 5470 382 728

4i'9523539 41-9642705 41-9761837

12*0736215 12*0759077 12-0781930

5681818 5678592 5675369

1763 1764 1765

3 10 8 1 69 3 11 16 96 3 115225

5479701947 5489031744 5498372125

41-9880935 42-0000000 42*0119031

12*0804775 12*0827612 12*0850439

5672150 5668934 5665722

1766 1767 1768

3 11 87 56 3 1222 89 3 12 58 24

5507723096 5 517084663 5 526456832

42*0238028 42-0356991 42-0475921

12*0873258 12*0896069 12*0918870

5662514 5659310 5656109

1769

1770

1771

3 12 93 61 3 13 29 00 3 i3644i

5535839609 5545233000 5554637011

42*0594817 42-0713679 42-0832508

12*0941664 12*0964449 12*0987226

5652911 5649718 5646527

1772 1773 1774

3 13 99 84 3 H35 29

3 147076

5 564051 648

5 573 476 917 5 582 912 824

42-0951304 42-1070065 42-1188794

12*1009993 12-1032753 12-1055503

5643341 5640158

5636979

1775 1776 1777

3 150625 3 15 41 76 3 157729

5 592 359 375 5 601 816 576 5 611 284433

42-1307488 42-1426150 42-1544778

12*1078245 12*1100979 12*1123704

5633803 5630631 5627462

1778 1779 1780

3 16 12 84 3 164841 3 16 8400

5 620762 952 5 630252 139 5 639 752000

42-1663373 42-1781934 42-1900462

12*1146420 12-1169128 12*1191827

.5624297 5621135 5617978

1781 1782 1783

3 17 1961

3 17 55 24 3 179089

5 649 262 541 5658783768 5668315687

42-2018957 42-2137418 42*2255846

12*1214518 12*1237200 12-1259874

5614823 5611672 5608525 56o7^87 5602241 5599io4

1784 1785 1786

3 182656 3 18 6225 3 189796

5677858304 5 687 411 625 5696975656

42-2374242 42*2492603 42*2610932

12*1282539 12-1305197 12-1327845

1787 1788 1789

3^33 69 3196944 3 2005 21

5706550403 5716135872 5725732069

42*2729227 42*2847490 42*2965719

12-1350485 12-1373117 12-1395740

5595971 5592841

5589715

1790 1791 1792

3 2041 00 3 2076 81 3 21 12 64

5 735 339ooo 5 744 956 671 5754585088

42*3083916 42*3202079 42*3320210

12-1418355 12-1440961 12-1463559

5586592 5583473 558o357

1793 1794 1795

3214849 3 21 8436 3 22 2025

5764224257 5773874184 5 783 534875

42*3438307 42*3556371 42*3674403

12*1486148 12*1508729 12*1531302

5577245 5574136 5571031

1796

1797 1798

3 22 56 16 3 22 92 09

323 2804

5793206336 5802888573 5 812 581 592

42-3792402 42*3910368 42*4028301

12*1553866 12*1576422 12*1598970

5567929 5564830 5561735I

1799 J 3 23 6401 1800 1 3 240000

5822285399 5 832 000 boo

42*4146201 42*4264069

12*1621509 12*1644040

5558644I 5555556]

36

Num.

Square.

Cube.

Squ. Root.

Cube Hoot.

Itecipr.

•000

1801 1802 1803

3 243601 3 24 72 04 3 25 08 09

5 841 725 401 5 851 461 608 5 861 208 627

42-4381903 42-4499705 42-4617475

12-1666562 12*1689076 12-1711582

5552471 554939° 5546312

1804 1805 1806

3254416 3 25 8025 3 26 16 36

5 870966464 5880735125 5 890 514616

42-4735212 42-4852916 42-4970587

12-1734079 12-1756569 12-1779050

5543237 5540166

5537099

1807 1808 1809 1810 1811 1812

3265249 3 26 88 64 3 2724 81

5 900 304 943 5 910 106 112 5 919918 129

42-5088226 42-5205833 42-5323406

12-1801522 12-1823987 12-1846443

5534034 5530973 5527916

3 27 61 00 3279721 3283344

5 929 741 000

5 939 574 731 5949419328

42-5440948 42-5558456 42-5675933

12-1868891 12-1891331 12-1913762

5524862 5521811 5518764

1813 1814 1815 7876

1817

1818

3 28 69 69 3290596 3294225

5959274797 5 969 141 144 5979018375

42*5793377 42-5910789 42-6028168

12-1936185 12-1958599 12-1981006

5515720 5512679 5509642

3297856 3301489 3305124

5 988 906496 5998805513

6 008 715432

42-6145515 42*6262829 42-6380112

12*2003404 12-2025794 12-2048176

5506608

5503577 5500550

1819 1820 1821 1822 1823

1824

1825 1826 1827

3308761 3 3 1 24 00 331 6041

6 018 636259 6 028 568 000 6038 510 661

42*6497362 42-6614580 42-6731766

12-2070549 12-2092915 12-2115272

5497526

5494505 5491488

3 3i9684

3323329 3 32 69 76

6 048 464 248 6058428 767 6 068 404 224

42-6848919 42-6966040 42-7083130

12*2137621 12-2x59962 12-2182295

5488474 5485464 5482456

3330625 3 33 42 76 3337929

6078 390625 6088387976 6098 396 283

42-7200187 42-7317212 42-7434206

12-2204620 12-2226936 12-2249244

5479452 5476451 5473454

1828 1829 1830

3 3415 84 3 34 52 41 3348900

6 108 415 552 6 118445 789 6 128487000

42*7551167 42-7668095 42-7784992

12-2271544 12-2293836 12*2316x20

5470460

5467469 5464481

1831

1832

1833

3352561 3356224 33598 89

6 138 539 191 6 148 602 368 6 158676 537

42-7901858 42-8018691 42-8135492

12*2338396 12*2360663 12*2382923

5461496 54585^ 5455537

1834

1835 1836

3 36 35 56 3367225 3370896

6 168 761 704

6178857875 6 188965056

42-8252262 42-8368999 42-8485706

12-2405174 12-2427418 12-2449653

5452563 544959 1 5446623

1837 1838 1839

3 37 45 69 3378244 3 38 19 21

6 199083 253 6 209 212472 6 219 352 719

42*8602380 42-8719022 42-8835633

12-2471880 12-2494099 12*2516310

5443658 5440696 5437738

5434783 5431831 5428882

1840

1841 1842

1843 1844 1845

3 38 5600 3 389281 3 39 29 64

6 229 504000 6 239 666 321 6249839688

42*8952212 42-9068759 42-9185275

12-2538513 12-2560708 12*2582895

3 39 6649 34003 36 3404025

6260024 107 6 270219 584 6 280426 125

42-9301759 42-9418211 42-9534632

12-2605074 12*2627245 12*2649408

5425936 5422993 5420054

1846 1847

1848

3407716 341 1409 341 5104

6 290643 736 6 300872423 6 311 112 192

42-9651021 42-9767379 42-9883705

12*2671563 12*2693710 12-2715849

5417118 5414185 5411255

1849

1850

341 8801 34225 00

6 321 363049 6 331 625 000

43-0000000 43-01x6263

12*2737980 12*2760103

5408329 5405405

37

Num.

1851 1852 1853

Square.

Cube.

Squ. Root.

Cube Hoot.

Kecipr. •000

342 6201

3 42 99 °4 3433609

6 341 898051 6 352 182208 6362477477

43-0232495 43-0348696 43-0464865

12*2782218 12-2804325 12-2826424

5402485 5399568 5396654

l854

1855 1856

34373 16 3441025 3 4447 36

6 372 783 864 6383 101375 6 393 430016

43-0581003 43-0697109 43-0813185

12-2848515 12-2870598 12-2892673

5393743 5390836 5387931

1857 1858 1859

i860 1861 1862 "1863 1864 1865

3448449 3452164 3455881

3 45 96 °° 3463321 3467044

6403769793 6414 120 712 6424482779

43-0929228 43-1045241 43-1161223

12*2914740 12*2936800 12-2958851

5385030 5382131 5379236

6434856 000 6 445 240 38 1 6455635928

43-1277173 43-1393092 43*1508980

12-2980895 12-3002930 12-3024958

5376344 5373455 5370569

3 47 07 69 3474496 3478225

6 466 042 647 6 476 460 544 6486889625

43-1624837 43-1740663 43-1856458

12-3046978 12-3068990 12-3090994

5367687 5364807 5361930

1866 1867 1868

3481956 3485689 3 48 94 24

6497329896

6507781363 6 518 244032

43-1972221 43-2087954 43*2203656

12-3112991 12-3134979 12-3156959

5359057 5356186

5353319

1869 1870 1871 1872 1873 1874 1875 1876 1877

349 31 61 3 49 69 CO 3 500641

6 528 717 909 6 539203000 6 549 699 3"

43-2319326 43-2434966 43-2550575

12-3178932 12-3200897 12-3222854

5350455 5347594 5344735

3 50 43 84 3 5081 29 351 1876

6 560 206 848 6 570725 617 6 581 255 624 6591796875 6602 349 376 6612913 133

43-2666153 43-2781700 43-2897216

12-3244803 12-3266744 12-3288678

5341880 5339028 5336i79

3515625 3 5193 76 3523129

43-3012702 43-3128157 43*3243580

12-3310604 12-3332522 I2*3354432

5333333 5330490 5327651

1878 1879 1880

3 52 68 84 3530641 3 53 4400

6623488 152 6634074439 6 644 672 ceo

43-3358973 43'3474336 43-3589668

12-3376334 12-3398229 12-3420116

5324814 5321980 53*9*49

1881 1882 1883

3538161 3 54i9*4 3 54 56 89

6655280841 6 665 900968 6676532387

43-3704969 43-3820239

4V3935479

12-3441995 12-3463866 12-3485730

5316321

5313496 5310674

1884 1885 1886

3 54 94 56 3 55 3225 3 556996

6 687 175 104 6697 829 125 6 708494456

43-4050688 43-4165867 43-4281015

12-3507586 12-3529434 12-3551274

5307856 5305040 5302227

1887 1888 1889

3560769

3 56 45 44 3 56 83 21

6 719 171 103 6 729 859 072 6740558369

43'4396i32 43-4511220 43-4626276

12-3573107 I2'3594932 12-3616749

5299417 5296610 5293806

1890 1891 1892

3 57 21 00 357 5881 3 57 96 64

6 751 269 coo 6 761 990971 6 772 724288

43-4741302 43-4856298 43-4971263

12-3638559 12-3660361 12-3682155

5291005 5288207 5285412

1893 1894 1895

3 58 3449 3587236 3591025

6783468957 6 794 224 984 6804992375

43-5086198 43-5201103 43'53i5977

12-3703941

12-3725721 12-3747492

5282620 5279831

5277045

1896 1897 1898

3 59 48 16 3598609 3 60 24 04

6815771136 6 826 561 273 6 837 362 792

43-5430821

43*5545635 43-5660418

12-3769255 12-3791011 12-3812759

5274262 527 148 1 5268704

1899

1900

3 60 6201 3 6 1 00 00

6 848 175 699 6 859 ceo coo

43-5775171 43-5889894

12-3834500 12-3856233

5265929 5263158

3S

Num.

Square.

Cube.

Squ. Root.

Cube Root.

Recipr.

•000

1901 1902 1903

361 3801 3 61 7604 3 62 1409

6 869 835 701 6880682808 6 891 541 327

43*6004587 43-6119249 43*6233882

12-3877959 12-3899676 12-3921386

5260389 5257624 5254861 5252101

5249344 5246590

1904 1905 1906

3 62 52 16 3 629025 3632836

6 902 41 1 264 6913 292 625 6 924 185 416

43*6348485 43-6463057

43'6577599

12-3943089 12-3964784 12-3986471

1907 1908 1909

3636649 3 64 04 64 3 64 42 8 1

6935089643 6 946005 312 6956932429

43*6692111 43-6806593 43-6921045

12-4008151 12*4029823 12-4051488

5243838 5241090

5238345

1910 1911 1912

^3 1914

'9*5

1916 1917 1918

3 64 8 1 00 3 65 19 21 3 65 57 44

6967 871 000 6 978 821 031 6989782528

43-7035467 43-7149860 43*7264222

12-4073145 12-4094794 12-4116436

5235602 5232862 5230126

3659569 3 66 33 96 3 667225

7000755497 7011739944 7022735875

43'7378554 43*7492857 43-7607129

12*4138070 12-4159697 12*4181316

5227392 5224660 5221932

3 67 10 56 3674889 3 67 87 24

7033743296 7044762 213 7055792632

43*772i373 43*7835585 43-7949768

12-4202928 12*4224533 12-4246129

5219207 5216484 5213764

1919 1920 1921

3682561 3 68 64 00 3 690241

7066834559 7077 888 000 7088 952961

43-8063922 43-8178046 43-8292140

12-4267719 12-4289300 12-4310875

521 1047 5208333 5205622

1922 1923 1924

3 69 40 84 3697929 3701776

7 100 029 448 7 hi 117467 7 122217 024

43-8406204 43*8520239 43*8634244

12-4332441 12*4354001 I2*4375552

5202914 5200208 5*975^5

1925 1926 1927

3705625 3709476 3 7133 29

7 133 328 125 7144450776 7155584983

43-8748219 43-8862165 43-8976081

12*4397097 12*4418634 12-4440163

5194805 5192108 5 1 894 14 5186722 5184033