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9

(1927) [MARC] Author: Henrik Lund
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Full resolution (JPEG) - On this page / på denna sida - Tekniske tabeller - I. Potenser, røtter, cirkelflater m. m.

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297
350-399
Tabtl I.
ii
ii
350
150 351
351 352
352 353
353 354
354
355
355
356
356 357
357 358
358
359
350
360
360 36 1
361
362
362
363
363 364
364
365
365 360
366 367
367
368
368
W)
369
370
370 371
371 372
372
373
373
374
374
375
375 376
376 377
377 378
?78
379
379
380
380
381
381 382
382
38’^
383
384
384
385
385 386
386
387
387
388
388 389
389
390
390
391
391
3Q2
392
393
393
394
394
395
3Q5
3%
396 397
397 3QB
398
399
399
"V" I "^ J-, ’"" ~ " T
122 500 42 875 000 18 7083 17,0473 5,8579 2,85714 1099,6 [96211,3
23 2 43 243 551 8 7350 7 0540 5,8608 2,84900 1102.7 96761,8
23 904 43 614 208 18J617 7,0607 5,8636 2,84091 1105,8 97314,0
24609 43986977 187883 7,0674 5,8665 2,83286 1109,0 97867,7
125 316 44 361864 \5,8 149 7,0740 5,8693 2,82486 1112,1 98423,0
126025 44 738 875 18,8414 7,0807 5,8721 2,81690 1115,3 98979,8
26736 45 118016 18,8680 7,0873 5,8749 2,80899 1118,4 99538,2
27449 45499293 188944 7,0940 5,8777 2,80112 1121,5 100098
28 164 45 882 712 18^209 7,1006 5,8805 2,79330 1124,7 100660
128 881 46 268 279 18,9473 7,1072 5,8833 2,78552 1127,8 101223
129600 46656000 18,9737 7,1138 5,8861 2,77778 1131,0 101788
30321 47045881 190000 7,1204 5,8889 2,77008 1134,1 102354
Hl 044 47 437 928 19 0263 7,1269 5,8916 2,76243 1137,3 102922
31769 47 832 147 19.0526 7,1335 5,8944 2,75482 1140,4 103491
132496 48228544 19,0788 7,1400 5,8972 2,74725 1143,5 104062
133 225 48 627 125 19,1050 7,1466 5,8999 2,73973 1146,7 104635
33 956 49 027 896 19 1311 7,1531 5,9026 2.73224 1149,8 105209
134 689 49 430 863 19J572 7,1596 5,9054 2 72480 1153,0 105785
135424 49836032 19,1833 ’ 7,1661 5,9081 2,71739 1156,1 106362
136 161 50 243 409 19^2094 7,1726 5,9108 2,71003 1159,2 106941
136900 50653000 19,2354 7,1791 5,9135 2,70270 1162,4 107521
37 641 51064 811 19 2614,7 1855 5 9162 2,69542 1165,5 108103
138 384 51478848 192873 7,1920 5,9189 2,68817 1168,7 108687
39 129 51895 117 193132 7,1984 5,9216 2,68097 1171,8 109272
139 876 52 313 624 193391 7,2048 5,9243 2.67380 1175,0 109858
140625 52734375 193649 7,2112 5 9269 2,66667 1178,1 110447
141376 53 157376 193907 7,2177 5,9296 2,65957 1181,2 111036
142 129 53 582 633 19 4165 7,2240 5 9322 2,65252 1184,4 111628
14’>:884 54010 152 19 4422 7,2304 5,9349 2,64550 1187,5 112221
143 641 54 439 939 19^679 7 2368 5 9375 2,63852 1190,7 112815
144 400 54 872 000 19,4936 7,2432 5,9402 2 63158 1193,8 113411
1451161 55 306 341 19 5192 7,2495 5,9428 2,62467 1196,9 114009
145 924 55 742 968 19 5448 7,2558 5,9454 2,61780 1200,1 114608
146 689 56 181887 19’,5704 7,2622 5,9480 2,61097 1203.2 115209
147 456 56 623 104 19,5959 7,2685 5,9506 2,60417 1206,4 115812
148 225 57 066 625 19,6214 7,2748 5,9532 2,59740 1209,5 116416
148 996 57 512 456 19 6469 7,2811 5,9558 2,59067 1212,7 117021
149 769 57 960 603 10 6723 7,2874 5 9584 2,58398 1215,8 117628
150 544 58 411072 19 6977 7,2936 5,9610 2,57732 1218,9 118237
151321 58 863 869 19J231 7,2999 5,9636 2,57069 1222,1 118847
152 100 59319000 197484 7.3061 5,9661 2,56410 1225,2 119459
152 881 59 776 471 19,7737 7,3124 5,9687 2,55754 1228,4 120072
153 664 60 236 288 19,7990 7 3186 5,9713 2,55102 1231,5 120687
154 440 60 698 457 19 8242 7,3248 5,9738 2,54453 1234,6 121304
155 236 61162 984 19,8494 7,3310 5,9764 2,53807 1237,8 121922
156025 61629 875 19.8746 7,3372 5,9789 2,53165 1240,9 122542
156 816 62 099 136 19,8997 7,3434 5,9814 2,52525 1244,1 123163
157 609 62 570 773 19,9249 7,3496 5,9839 2,51889 1247,2 123786
158 404 63 044 792 19,9499 7,3558 5,9865 2,51256 1250,4 124410
159 901 63 521199 19,9750 7,3619 5,9890 2,50627 1253,5 125036

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