12958990951270

Names of 12958990951270

• Cardinal: 12958990951270 can be written as Twelve trillion, nine hundred fifty-eight billion, nine hundred ninety million, nine hundred fifty-one thousand, two hundred seventy.

Scientific notation

• Scientific notation: 1.295899095127 × 10¹³

Factors of 12958990951270

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 499

Divisors of 12958990951270

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 5 7 10 13 14 19 26 31 35 38 62 65 70 73 91 95 130 133 146 155 169 182 190 217 247 266 310 338 349 365 403 434 455 494 511 589 665 698 730 806 845 910 949 1022 1085 1178 1183 1235 1330 1387 1690 1729 1745 1898 2015 2170 2263 2366 2443 2470 2555 2774 2821 2945 3211 3458 3490 4030 4123 4526 4537 4745 4886 5110 5239 5329 5642 5890 5915 6422 6631 6643 6935 7657 8246 8645 9074 9490 9709 10478 10658 10819 11315 11830 12215 12337 13262 13286 13870 14105 15314 15841 16055 17290 18031 19418 20615 21638 22477 22630 22685 24430 24674 25477 26195 26645 28210 29419 31682 31759 32110 33155 33215 36062 36673 37303 38285 41230 42997 44954 45370 46417 48545 50954 52390 53290 53599 54095 58838 58981 61685 63518 66310 66430 69277 73346 74606 75733 76570 79205 85994 86203 86359 90155 92834 97090 99541 101251 107198 108190 112385 117962 123370 126217 127385 138554 140647 147095 151466 158410 158795 165199 172406 172718 178339 180310 183365 186515 199082 202502 205561 205933 214985 224770 232085 234403 252434 254770 267995 281294 294190 294905 300979 317590 330398 331201 346385 356678 366730 373030 378665 382447 411122 411866 412867 429970 431015 431795 464170 468806 484063 484939 497705 506255 535990 558961 589810 601958 603421 631085 662402 692770 696787 703235 708757 757330 764894 789787 825734 825995 862030 863590 891695 900601 968126 969878 984529 995410 1012510 1027805 1029665 1117922 1120639 1156393 1172015 1206842 1262170 1316263 1393574 1406470 1417514 1438927 1504895 1579574 1640821 1651990 1656005 1783390 1801202 1828411 1859821 1912235 1969058 2055610 2059330 2064335 2147587 2241278 2312786 2318407 2344030 2420315 2424695 2632526 2672293 2677129 2794805 2877854 3009790 3017105 3138781 3281642 3312010 3388441 3483935 3543785 3656822 3719642 3824470 3912727 3948935 4128670 4295174 4305613 4503005 4636814 4840630 4849390 4922645 5344586 5354258 5528509 5589610 5603195 5781965 6034210 6277562 6292819 6304207 6581315 6776882 6967870 7087570 7194635 7266493 7825454 7844473 7897870 8204105 8611226 9006010 9142055 9213841 9299105 9845290 10267231 10737935 11057018 11206390 11563930 11592035 12585638 12608414 12798877 13018747 13162630 13361465 13385645 14389270 14532986 15005953 15033109 15688946 15693905 16408210 16942205 17111419 18284110 18427682 18598210 18706051 19563635 20534462 21475870 21528065 21971467 23184070 24177673 25597754 26037494 26722930 26771290 27642545 27918631 30011906 30066218 30139291 31387810 31464095 31521035 33884410 34222838 34739809 35336599 36332465 37412102 39127270 39222365 40804153 43056130 43942934 44049733 46069205 48355346 50865451 51336155 55285090 55837262 57654451 60278582 62928190 63042070 63994385 65093735 69479618 70673198 71870617 72664930 75029765 75165545 78444730 81608306 81806647 85557095 88099466 92138410 93530255 101730902 102672310 105041671 109857335 115308902 119779933 120888365 127988770 130187470 133474003 139593155 143741234 150059530 150331090 150696455 163613294 169243711 171114190 173699045 176682995 187060510 195077389 195430417 204020765 210083342 219714670 220248665 239559866 241776730 243178663 247356193 254327255 266948006 279186310 285629071 288272255 301392910 314309749 338487422 347398090 353365990 359353085 390154778 390860834 403581157 408041530 409033235 440497330 459375787 486357326 494712386 508654510 525208355 530453989 571258142 572646529 576544510 598899665 628619498 667370015 718706170 749507863 807162314 818066470 846218555 918751574 934318021 975386945 977152085 1050416710 1060907978 1095434569 1145293058 1197799330 1215893315 1236780965 1334740030 1365541723 1428145355 1499015726 1571548745 1692437110 1868636042 1950773890 1954304170 2017905785 2190869138 2200168243 2296878935 2431786630 2473561930 2536006057 2652269945 2731083446 2856290710 2863232645 3143097490 3215630509 3713177923 3747539315 4035811570 4400336486 4593757870 4671590105 5072012114 5246555041 5304539890 5477172845 5726465290 5971885231 6431261018 6827708615 7426355846 7495078630 7668041983 9343180210 9743602219 10493110082 10954345690 11000841215 11943770462 12680030285 13655417230 14240649397 15336083966 16078152545 17752042399 18565889615 19487204438 22001682430 25360060570 26232775205 28481298794 29859426155 32156305090 35504084798 37131779230 38340209915 41803196617 48718011095 52465550410 59718852310 68205215533 71203246985 76680419830 83606393234 88760211995 97436022190 99684545779 136410431066 142406493970 177520423990 185128442161 199369091558 209015983085 341026077665 370256884322 418031966170 498422728895 682052155330 925642210805 996845457790 1295899095127 1851284421610 2591798190254 6479495475635 12958990951270
• Sum of all divisors σ(n): 31893087744000
• Sum of proper divisors (its aliquot sum) s(n): 18934096792730
• 12958990951270 is an abundant number, because the sum of its proper divisors (18934096792730) is greater than itself. Its abundance is 5975105841460

Bases of 12958990951270

• Binary: 10111100100101000000000011010110001101100110₂
• Hexadecimal: 0xBC9400D6366
• Base-36: 4LDA0MD0M

Squares and roots of 12958990951270

• 12958990951270 squared (12958990951270²) is 167935446475097739514612900
• 12958990951270 cubed (12958990951270³) is 2176273931268279023758700093036813383000
• The square root of 12958990951270 is 3599859.8516150597
• The cube root of 12958990951270 is 23488.5962181941

Scales and comparisons

• 12,958,990,951,270 seconds is equal to 412,055 years, 43 weeks, 4 hours, 41 minutes, 10 seconds.
• To count from 1 to 12,958,990,951,270 would take you about one million, thirty thousand, one hundred thirty-nine 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 12958990951270 cubic inches would be around 1957.4 feet tall.

Recreational maths with 12958990951270

• 12958990951270 backwards is 07215909985921
• The number of decimal digits it has is: 14
• The sum of 12958990951270's digits is 67
• More coming soon!