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13

(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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301
550-599
Tabel I.
// ii
550
550
551
551
552
552
553
553
554
554
555
555
556
556
557
557
558
558
559
559
560
560
561
561
562
562
563
563
564
564
565
565
566
566
567
567
568
568
569
569
570
570
571
571
572
572
573
573
574
574
575
575
576
576
577
577
578
578
579
579
580
580
581 581
582
582
583
583
584
584
585
585
586
586
587
587
58S
588
589
589
590
590
591 591
592
592
593
5Q3
594
594
595
595
596
5%
597 597
598
508
500
599
3 1000 u«2
«3 nS , ]n n % « —
V« « 4
302 500 166 375 000 23,4521 8,1932 6,3099 1,81818 1727,9 237583
303601 167284 151 23,4734 8,1982 6,3117 1,81488 1731,0 238448
304 704 168 196 608 23 4947 8,2031 6,3135 1,81159 1734 2 239314
305 809 169 112 377 23,5160 8,2081 6,3154 1,80832 1737,3 240182
306916 170031464 24,5372 8,2130 6,3172 1,80505 1740,4 241051
308 025 170 953 875 23,5584 8,2180 6,3190 1,80180 1743,6 241922
309 136 171879 616 23,5797 8,2229 6,3208 1,79856 1746,7 242795
310 249 172 808 693 23,6008 8,2278 6,3226 1,79533 1749,9 243669
311364 173 741112 23,6220 8,2327 6,3244 1,79211 1753,0 244545
312 481 174 676 879 23,6432 8,2377 6,3261 1,78891 3756,2 245422
313 600 175 616 000 23,6643 8,2426 6,3279 1,78571 1759,3 246301
314 721 176 558 481 23,6854 8,2475 6,3297 1,78253 1762,4 247181
315 844 177 504 328 23,7065 8,2524 6,3315 1,77936 1765,6 248063
316 969 178 453 547 23,7276 8,2573 6,3333 1.77620 1768,7 248947
318096 179 406 144 23,7487 8,2621 6,3351 1,77305 1771,9 249832
319 225 180 362 125 23,7697 8,2670 6,3368 1,76991 1775,0 250719
320 356 181321496 23,7908 8,2719 6,3386 176678 1778,1 251607
321589 182 284 263 23,8118 8,2768 6,3404 1,76367 1781,3 252497
322 624 183 250 432 23,8328 8,2816 6,3421 1,76056 1784,4 253388
323 761 184 220 009 23,8537 8,2865 6,3439 1,75747 1787,6 254281
324 900 185 193000 23,8747 8,2913 6,3456 1,75439 1790,7 255176
326041 186 169411 23 8956 8,2962 6,3474 1,75131 1793,8 256072
327 184 187 149 248 23,9165 8,3010 6,3491 1,74825 1797,0 256970
328 329 188 132 517 23,9374 8,3059 6,3509 1,74520 1800.1 257869
329 476 189 119 224 23,9583 8,3107 6,3526 1,74216 1803,3 258770
330 625 190 109 375 23,9792 8,3155 6,3544 1,73913 1806,4 259672
331776 191102 976 24,0000 8,3203 6,3561 1,73611 1809,6 260576
332 929 192 100 033 24,0208 8,3251 6,3578 1,73310 1812,7 261482
334 084 193 100 552 24,0416 j 8,3300 6,3596 1,73010 1815,8 262389
335 241 194 104 539 24,0624 1 8,3348 6,3613 1,72712 1819,0 263298
336 400 195 112 000 24,0832 18,3396 6,3630 1,72414 1822,1 264208
337 561 196 122941 24,1039 j 8 3443 6,3648 1,72117 1825,3 265120
338 724 197 137 368 24,1247 18,3491 6.3665 1,71821 1828,4 266033
339 889 198 155 287 24,1454)8,3539 6,3682 1,71527 1831,6 266948
341056i199 176 704 24,1661 8 3587 6,3699 1,71233 1834,7 267865
342 225; 200 201625 24,1868 ’ 8,3634 6,3716 1,70940 1837,8 268783
343 396 201 230 056 24 2074 18,3682 6,3733 1,70648 1841,0 269703
344 569^202 262 003 24,228118/3730 6,3750 1,70358 1844.1 270624
345 744i203 297 472 24.2487 ! 8,3777 63767 1,70068 1847,3 271547
346 921 i 204 336 469 24,2693 | 8,3825 6,3784 1,69779 1850,4 272471
348 100 ’205 379 000 24,2899 18,3872 6 3801 1,69492 1853,5 273397
349 28 1 1 206 425 071 24 3105,8,3919 6,3818 1,69205 1856,7 274325
350 464 l 207 474 688 24,331118,3967 6 3835 1,68919 1859,8 275254
351649, 208 527 857 24.3516 ! 8,4014 6,3852 1,68634 1863,0 276184
352 8361209 584 584 24/3721 i 8,4061 6,3869 1,68350 1866,1 277117
354 025 1210 644 875 24,3926 8,4108 6.3886 1,68067 1869,2 278051
355 216! 211 708 736 244131 8,4155 6,3902 1,67785 1872,4 278986
356 409 212 776 173 24,4336)8 4202 6,3919 1,67504 1875,5 279923
357 604 213 847 192 24,4540 8,4249 6,3936 1,67224 1878,7 280862
358 801 214 921 799 24,4745 8,4296 6.3953 1,66945 1881,8 281802

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