31346613896130

Names of 31346613896130

• Cardinal: 31346613896130 can be written as Thirty-one trillion, three hundred forty-six billion, six hundred thirteen million, eight hundred ninety-six thousand, one hundred thirty.

Scientific notation

• Scientific notation: 3.134661389613 × 10¹³

Factors of 31346613896130

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 2071

Divisors of 31346613896130

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 5 6 9 10 13 15 18 26 30 39 45 53 61 65 73 78 90 106 117 122 130 146 159 183 195 219 234 265 305 318 365 366 390 438 477 530 549 585 610 657 689 730 793 795 915 949 954 1095 1098 1170 1314 1378 1586 1590 1830 1861 1898 2067 2190 2379 2385 2745 2847 3233 3285 3445 3721 3722 3869 3965 4134 4453 4745 4758 4770 5490 5583 5694 6201 6466 6570 6890 7137 7442 7738 7930 8541 8906 9305 9490 9699 10335 11163 11166 11607 11895 12402 13359 14235 14274 16165 16749 17082 18605 18610 19345 19398 20670 22265 22326 23214 23790 24193 26718 27915 28470 29097 31005 32330 33489 33498 34821 35685 37210 38690 40077 42029 42705 44530 48373 48386 48495 50297 55815 55830 57889 58035 58194 62010 66795 66978 69642 71370 72579 80154 83745 84058 85410 96746 96990 98633 100594 111630 113521 115778 116070 120965 126087 133590 135853 145119 145158 145485 150891 167445 167490 173667 174105 197213 197266 200385 210145 217737 227042 236009 241865 241930 251485 252174 271633 271706 289445 290238 290970 295899 301782 334890 340563 347334 348210 362895 378261 394426 400770 407559 420290 435357 435474 452673 472018 483730 493165 502970 521001 543266 567605 578890 591639 591798 630435 679265 681126 708027 725595 725790 754455 756522 814899 815118 868335 870714 887697 905346 986065 986330 1021689 1042002 1088685 1135210 1180045 1183278 1222677 1260870 1282229 1358165 1358530 1416054 1451190 1475773 1479495 1508910 1629798 1702815 1736670 1766089 1774917 1775394 1891305 1972130 2037795 2043378 2124081 2176785 2177370 2263365 2360090 2444697 2445354 2563769 2564458 2605005 2716330 2951546 2958195 2958990 3068117 3405630 3531229 3532178 3540135 3549834 3782610 3846687 4074495 4075590 4248162 4353570 4427319 4438485 4526730 4889394 5108445 5127538 5210010 5298267 5916390 6016613 6113385 6136234 6411145 6924781 7062458 7080270 7200209 7378865 7691307 7693374 8148990 8287033 8830445 8854638 8874585 8876970 9204351 10216890 10593687 10596534 10620405 11540061 12033226 12223485 12226770 12818845 12822290 13281957 13849562 14396549 14400418 14757730 15340585 15382614 15894801 16574066 17656145 17660890 17749170 18049839 18408702 19233435 20774343 21187374 21240810 21600627 22136595 23073921 23080122 24446970 24861099 25637690 26491335 26563914 27613053 28793098 30083065 30681170 31781061 31789602 34623905 35312290 36001045 36099678 38456535 38466870 41435165 41548686 43189647 43201254 44273190 46021755 46147842 49722198 52968435 52982670 54149517 55226106 57700305 60166130 62323029 63562122 64801881 66409785 69247810 71982745 72002090 74583297 76913070 78215969 79474005 82870330 86379294 90022153 90249195 92043510 93602717 103871715 105936870 107731429 108003135 108299034 115369605 115400610 124305495 124646058 129568941 129603762 132819570 138065265 143965490 149166594 156431938 158905305 158948010 180044306 180498390 187155137 187205434 207743430 215462858 215948235 216006270 230739210 234647907 248610990 259137882 270066459 270747585 276130530 280808151 311615145 317810610 323194287 324009405 367013393 372916485 374310274 391079845 431896470 439212749 450110765 468013585 469295814 505509013 538657145 540132918 541495170 561465411 561616302 623230290 646388574 647844705 648018810 703943721 734026786 745832970 782159690 810199377 842424453 878425498 900221530 935775685 936027170 969582861 1011018026 1077314290 1101040179 1122930822 1173239535 1295689410 1317638247 1350332295 1404040755 1407887442 1516527039 1615971435 1620398754 1684396233 1684848906 1835066965 1871551370 1939165722 2196063745 2202080358 2346479070 2527545065 2635276494 2700664590 2807327055 2808081510 3033054078 3231942870 3303120537 3368792466 3519718605 3670133930 3952914741 4050996885 4212122265 4392127490 4549581117 4771174109 4847914305 5055090130 5505200895 5614654110 5709765737 6571617169 6588191235 6606241074 7039437210 7582635195 7905829482 8101993770 8421981165 8424244530 9099162234 9542348218 9695828610 11010401790 11419531474 13143234338 13176382470 14313522327 15165270390 16515602685 16843962330 17129297211 19714851507 19764573705 22747905585 23855870545 26791977689 28548828685 28627044654 32858085845 33031205370 34258594422 39429703014 39529147410 42940566981 45495811170 47711741090 51387891633 53583955378 57097657370 59144554521 65716171690 71567611635 80375933067 85646486055 85881133962 98574257535 102775783266 118289109042 133959888445 143135223270 160751866134 171292972110 197148515070 214702834905 241127799201 256939458165 267919776890 295722772605 348295709957 401879665335 429405669810 482255598402 513878916330 591445545210 696591419914 803759330670 1044887129871 1205638996005 1741478549785 2089774259742 2411277992010 3134661389613 3482957099570 5224435649355 6269322779226 10448871298710 15673306948065 31346613896130
• Sum of all divisors σ(n): 92211564515616
• Sum of proper divisors (its aliquot sum) s(n): 60864950619486
• 31346613896130 is an abundant number, because the sum of its proper divisors (60864950619486) is greater than itself. Its abundance is 29518336723356

Bases of 31346613896130

• Binary: 111001000001001110011110010010100001111000010₂
• Hexadecimal: 0x1C8273C943C2
• Base-36: B40FOKGCI

Squares and roots of 31346613896130

• 31346613896130 squared (31346613896130²) is 982610202753050418428976900
• 31346613896130 cubed (31346613896130³) is 30801502636097887029072278336998769397000
• The square root of 31346613896130 is 5598804.6845849161
• The cube root of 31346613896130 is 31530.4530879247

Scales and comparisons

• 31,346,613,896,130 seconds is equal to 996,725 years, 18 weeks, 5 days, 4 hours, 55 minutes, 30 seconds.
• To count from 1 to 31,346,613,896,130 would take you about two million, four hundred ninety-one thousand, eight hundred thirteen 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 31346613896130 cubic inches would be around 2627.5 feet tall.

Recreational maths with 31346613896130

• 31346613896130 backwards is 03169831664313
• The number of decimal digits it has is: 14
• The sum of 31346613896130's digits is 54
• More coming soon!