13217365085340

Names of 13217365085340

• Cardinal: 13217365085340 can be written as Thirteen trillion, two hundred seventeen billion, three hundred sixty-five million, eighty-five thousand, three hundred forty.

Scientific notation

• Scientific notation: 1.321736508534 × 10¹³

Factors of 13217365085340

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 155

Divisors of 13217365085340

• Number of divisors d(n): 432
• Complete list of divisors:
  1 2 3 4 5 6 10 12 13 15 20 26 30 39 43 52 60 65 78 86 89 129 130 156 169 172 178 195 215 258 260 267 338 356 390 430 445 507 516 534 559 645 676 780 845 860 890 1014 1068 1118 1157 1290 1335 1677 1690 1780 1849 2028 2236 2314 2535 2580 2670 2795 3354 3380 3471 3698 3827 4628 5070 5340 5547 5590 5785 6708 6942 7267 7396 7654 7921 8385 9245 10140 11094 11180 11481 11570 13884 14534 15041 15308 15842 16770 17355 18490 19135 21801 22188 22962 23140 23763 24037 27735 29068 30082 31684 33540 34710 36335 36980 38270 39605 43602 45123 45924 47526 48074 49751 55470 57405 60164 69420 72111 72670 75205 76540 79210 87204 90246 95052 96148 99502 102973 109005 110940 114810 118815 120185 144222 145340 149253 150410 158420 164561 180492 199004 205946 218010 225615 229620 237630 240370 248755 288444 298506 300820 308919 312481 329122 340603 360555 411892 436020 451230 475260 480740 493683 497510 514865 597012 617838 624962 646763 658244 681206 704969 721110 746265 822805 902460 937443 987366 995020 1021809 1029730 1235676 1249924 1293526 1338649 1362412 1409938 1442220 1492530 1544595 1562405 1645610 1703015 1874886 1940289 1974732 2043618 2059460 2114907 2139293 2468415 2587052 2677298 2819876 2985060 3089190 3124810 3233815 3291220 3406030 3524845 3749772 3880578 4015947 4087236 4229814 4278586 4427839 4687215 4936830 5109045 5354596 6178380 6249620 6417879 6467630 6693245 6812060 7049690 7761156 8031894 8459628 8557172 8855678 9164597 9374430 9701445 9873660 10218090 10574535 10696465 12835758 12935260 13283517 13386490 14099380 14645929 16063788 17711356 18329194 18748860 19402890 20079735 20436180 21149070 21392930 22139195 25671516 26567034 26772980 27493791 27810809 29291858 30313667 32089395 36658388 38805780 40159470 42298140 42785860 43937787 44278390 45822985 53134068 54987582 55621618 57561907 58583716 60627334 64178790 66417585 73229645 80318940 83432427 87875574 88556780 90941001 91645970 109975164 111243236 115123814 119139761 121254668 128357580 132835170 137468955 139054045 146459290 151568335 166864854 172685721 175751148 181882002 183291940 190397077 219688935 230247628 238279522 265670340 274937910 278108090 287809535 292918580 303136670 333729708 345371442 357419283 363764004 380794154 394077671 417162135 439377870 454705005 476559044 549875820 556216180 571191231 575619070 595698805 606273340 690742884 714838566 761588308 788155342 834324270 863428605 878755740 909410010 951985385 1142382462 1151238140 1182233013 1191397610 1303487681 1429677132 1576310684 1668648540 1726857210 1787096415 1818820020 1903970770 1970388355 2284764924 2364466026 2382795220 2475162001 2606975362 2855956155 3453714420 3574192830 3807941540 3910463043 3940776710 4728932052 4950324002 5123009723 5213950724 5711912310 5911165065 6517438405 7148385660 7425486003 7820926086 7881553420 9900648004 10246019446 11423824620 11822330130 12375810005 13034876810 14850972006 15369029169 15641852172 16945339853 19552315215 20492038892 23644660260 24751620010 25615048615 26069753620 29701944012 30738058338 33890679706 37127430015 39104630430 49503240020 50836019559 51230097230 61476116676 67781359412 74254860030 76845145845 78209260860 84726699265 101672039118 102460194460 148509720060 153690291690 169453398530 203344078236 220289418089 254180097795 307380583380 338906797060 440578836178 508360195590 660868254267 881157672356 1016720391180 1101447090445 1321736508534 2202894180890 2643473017068 3304341271335 4405788361780 6608682542670 13217365085340
• Sum of all divisors σ(n): 41494289528160
• Sum of proper divisors (its aliquot sum) s(n): 28276924442820
• 13217365085340 is an abundant number, because the sum of its proper divisors (28276924442820) is greater than itself. Its abundance is 15059559357480

Bases of 13217365085340

• Binary: 11000000010101101000010110011100110010011100₂
• Hexadecimal: 0xC056859CC9C
• Base-36: 4ONZ1WQSC

Squares and roots of 13217365085340

• 13217365085340 squared (13217365085340²) is 174698739799164865482915600
• 13217365085340 cubed (13217365085340³) is 2309057023874379176724326369706017304000
• The square root of 13217365085340 is 3635569.4306862027
• The cube root of 13217365085340 is 23643.6739664307

Scales and comparisons

• 13,217,365,085,340 seconds is equal to 420,271 years, 16 weeks, 6 days, 13 hours, 29 minutes.
• To count from 1 to 13,217,365,085,340 would take you about one million, fifty thousand, six hundred seventy-eight years!

  This is a very rough estimate, based on a speaking rate of half a second every third order of magnitude. If you speak quickly, you could probably say any randomly-chosen number between one and a thousand in around half a second. Very big numbers obviously take longer to say, so we add half a second for every extra x1000. (We do not count involuntary pauses, bathroom breaks or the necessity of sleep in our calculation!)

• A cube with a volume of 13217365085340 cubic inches would be around 1970.3 feet tall.

Recreational maths with 13217365085340

• 13217365085340 backwards is 04358056371231
• The number of decimal digits it has is: 14
• The sum of 13217365085340's digits is 48
• More coming soon!