12513423869748

Names of 12513423869748

• Cardinal: 12513423869748 can be written as Twelve trillion, five hundred thirteen billion, four hundred twenty-three million, eight hundred sixty-nine thousand, seven hundred forty-eight.

Scientific notation

• Scientific notation: 1.2513423869748 × 10¹³

Factors of 12513423869748

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 163

Divisors of 12513423869748

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 6 9 12 17 18 27 31 34 36 43 51 54 62 67 68 86 93 102 108 124 129 134 153 172 186 201 204 258 268 279 289 306 372 387 402 459 516 527 558 578 603 612 731 774 804 837 867 918 1054 1116 1139 1156 1161 1206 1333 1462 1548 1581 1674 1734 1809 1836 2077 2108 2193 2278 2322 2412 2601 2666 2881 2924 3162 3348 3417 3468 3618 3999 4154 4386 4489 4556 4644 4743 5202 5332 5762 6231 6324 6579 6834 7236 7803 7998 8308 8643 8772 8959 8978 9486 10251 10404 11524 11997 12427 12462 13158 13467 13668 14229 15606 15996 17286 17918 17956 18693 18972 19363 19737 20502 22661 23994 24854 24924 25929 26316 26877 26934 28458 30753 31212 34572 35309 35836 35991 37281 37386 38726 39474 40401 41004 45322 47988 48977 49708 51858 53754 53868 56079 56916 58089 61506 67983 70618 71982 74562 74772 76313 77452 77787 78948 80631 80802 89311 90644 97954 103716 105927 107508 111843 112158 116178 121203 123012 135966 139159 141236 143964 146931 149124 152626 155574 161262 161604 174267 178622 193027 195908 203949 211854 223686 224316 228939 232356 241893 242406 267933 271932 278318 293862 300763 305252 311148 317781 322524 335529 348534 357244 385237 386054 407898 417477 423708 440793 447372 457878 483786 484812 522801 535866 556636 579081 587724 600253 601526 611847 635562 671058 686817 697068 770474 772108 803799 815796 832609 834954 881586 902289 915756 953343 967572 1045602 1071732 1155711 1158162 1200506 1203052 1223694 1252431 1271124 1297321 1322379 1342116 1373634 1518287 1540948 1607598 1665218 1669908 1737243 1763172 1800759 1804578 1906686 2060451 2091204 2311422 2316324 2365703 2401012 2411397 2447388 2497827 2504862 2594642 2644758 2706867 2747268 3036574 3215196 3281459 3330436 3467133 3474486 3601518 3609156 3757293 3813372 3891963 4120902 4554861 4622844 4731406 4822794 4995654 5009724 5112971 5189284 5211729 5289516 5402277 5413734 5983837 6073148 6562918 6934266 6948972 7097109 7203036 7493481 7514586 7783926 8120601 8241804 9109722 9323653 9462812 9645588 9844377 9991308 10225942 10401399 10423458 10804554 10827468 11675889 11967674 12932809 13125836 13664583 13868532 14194218 14986962 15029172 15338913 15567852 16206831 16241202 17951511 18219444 18647306 19688754 20451884 20802798 20846916 21291327 21609108 22480443 23351778 23935348 25810879 25865618 27329166 27970959 28388436 29533131 29973924 30677826 32413662 32482404 35027667 35903022 37294612 38798427 39377508 40216951 40993749 41605596 42582654 44960886 46016739 46703556 51621758 51731236 53854533 54658332 55784803 55941918 59066262 61355652 63873981 64827324 70055334 71806044 77432637 77596854 80433902 81987498 83912877 85165308 86920507 88599393 89921772 92033478 101725229 103243516 107709066 111569606 111883836 116395281 118132524 120650853 127747962 138050217 140110668 154865274 155193708 158502101 160867804 161563599 163974996 167354409 167825754 173841014 177198786 184066956 203450458 215418132 219857753 223139212 232297911 232790562 241301706 251738631 255495924 260761521 276100434 305175687 309730548 317004202 323127198 334708818 335651508 347682028 349185843 354397572 361952559 400917079 406900916 439715506 464595822 465581124 475506303 482603412 502063227 503477262 521523042 552200868 610351374 634008404 646254396 659573259 669417636 696893733 698371686 723905118 782284563 801834158 879431012 915527061 929191644 951012606 1004126454 1006954524 1043046084 1085857677 1202751237 1220702748 1319146518 1393787466 1396743372 1426518909 1447810236 1506189681 1564569126 1603668316 1729328893 1831054122 1902025212 1978719777 2008252908 2171715354 2346853689 2405502474 2638293036 2694535717 2746581183 2787574932 2853037818 3012379362 3129138252 3458657786 3608253711 3662108244 3737581801 3957439554 4279556727 4343430708 4693707378 4811004948 5187986679 5389071434 5493162366 5706075636 5936159331 6024758724 6815590343 6917315572 7216507422 7475163602 7914879108 8083607151 8559113454 9387414756 10375973358 10778142868 10824761133 10986324732 11212745403 11872318662 13631180686 14433014844 14950327204 15563960037 16167214302 17118226908 20446771029 20751946716 21649522266 22425490806 23744637324 24250821453 27262361372 31127920074 32334428604 33638236209 40893542058 43299044532 44850981612 46691880111 48501642906 61340313087 62255840148 67276472418 72752464359 81787084116 93383760222 97003285812 100914708627 115865035831 122680626174 134552944836 145504928718 184020939261 186767520444 201829417254 231730071662 245361252348 291009857436 347595107493 368041878522 403658834508 463460143324 695190214986 736083757044 1042785322479 1390380429972 2085570644958 3128355967437 4171141289916 6256711934874 12513423869748
• Sum of all divisors σ(n): 36953392537600
• Sum of proper divisors (its aliquot sum) s(n): 24439968667852
• 12513423869748 is an abundant number, because the sum of its proper divisors (24439968667852) is greater than itself. Its abundance is 11926544798104

Bases of 12513423869748

• Binary: 10110110000110000010001011110100011100110100₂
• Hexadecimal: 0xB61822F4734
• Base-36: 4FOL5HGL0

Squares and roots of 12513423869748

• 12513423869748 squared (12513423869748²) is 156585776943979011269583504
• 12513423869748 cubed (12513423869748³) is 1959424198873822996609922513071905436992
• The square root of 12513423869748 is 3537431.8183885891
• The cube root of 12513423869748 is 23216.2489404385

Scales and comparisons

• 12,513,423,869,748 seconds is equal to 397,888 years, 8 weeks, 6 days, 18 hours, 55 minutes, 48 seconds.
• To count from 1 to 12,513,423,869,748 would take you about nine hundred ninety-four thousand, seven hundred twenty 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 12513423869748 cubic inches would be around 1934.7 feet tall.

Recreational maths with 12513423869748

• 12513423869748 backwards is 84796832431521
• The number of decimal digits it has is: 14
• The sum of 12513423869748's digits is 63
• More coming soon!