100139394917808

Names of 100139394917808

• Cardinal: 100139394917808 can be written as One hundred trillion, one hundred thirty-nine billion, three hundred ninety-four million, nine hundred seventeen thousand, eight hundred eight.

Scientific notation

• Scientific notation: 1.00139394917808 × 10¹⁴

Factors of 100139394917808

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 625

Divisors of 100139394917808

• Number of divisors d(n): 540
• Complete list of divisors:
  1 2 3 4 6 8 9 12 16 17 18 24 34 36 41 48 51 68 72 82 102 123 131 136 144 153 164 204 246 262 272 306 328 369 393 408 431 492 524 612 656 697 738 786 816 862 984 1048 1179 1224 1293 1394 1476 1572 1681 1724 1968 2091 2096 2227 2358 2448 2586 2788 2952 3144 3362 3448 3879 4182 4454 4716 5043 5172 5371 5576 5904 6273 6288 6681 6724 6896 7327 7758 8364 8908 9432 10086 10344 10742 11152 12546 13362 13448 14654 15129 15516 16113 16728 17671 17816 18864 20043 20172 20688 21484 21981 25092 26724 26896 28577 29308 30258 31032 32226 33456 35342 35632 40086 40344 42968 43962 48339 50184 53013 53448 56461 57154 58616 60516 62064 64452 65943 70684 80172 80688 85731 85936 87924 91307 96678 100368 106026 106896 112922 114308 117232 121032 128904 131886 141368 159039 160344 169383 171462 175848 182614 185761 193356 212052 220211 225844 228616 242064 257193 257808 263772 273921 282736 300407 318078 320688 338766 342924 351696 365228 371522 386712 424104 440422 451688 457232 508149 514386 527544 547842 557283 600814 636156 660633 677532 685848 724511 730456 743044 773424 821763 848208 880844 901221 903376 959837 1016298 1028772 1055088 1095684 1114566 1201628 1272312 1321266 1355064 1371696 1449022 1460912 1486088 1643526 1671849 1761688 1802442 1919674 1981899 2032596 2057544 2173533 2191368 2229132 2314901 2403256 2544624 2642532 2703663 2710128 2879511 2898044 2972176 3157937 3287052 3343698 3523376 3604884 3743587 3839348 3963798 4065192 4115088 4347066 4382736 4458264 4629802 4806512 5285064 5407326 5759022 5796088 6315874 6520599 6574104 6687396 6944703 7209768 7487174 7616201 7678696 7927596 8130384 8638533 8694132 8916528 9259604 9473811 10570128 10814652 11230761 11518044 11592176 12316687 12631748 13041198 13148208 13374792 13889406 14419536 14974348 15232402 15357392 15855192 17277066 17388264 18519208 18947622 20834109 21629304 22461522 22848603 23036088 24334691 24633374 25263496 26082396 26749584 27778812 28421433 29948696 30464804 31710384 33692283 34554132 34776528 36950061 37038416 37895244 39353317 41668218 43258608 44923044 45697206 46072176 48669382 49266748 50526992 52164792 55557624 56842866 59897392 60929608 67384566 68545809 69108264 73004073 73900122 75790488 78706634 83336436 89846088 91394412 94910941 97338764 98533496 104329584 110850183 111115248 113685732 118059951 121859216 129475417 134769132 137091618 138216528 146008146 147800244 151580976 157413268 166672872 179692176 182788824 189821882 194677528 197066992 219012219 221700366 227371464 236119902 258950834 269538264 274183236 284732823 292016292 295600488 312264241 314826536 333345744 354179853 365577648 379643764 388426251 389355056 413689747 438024438 443400732 454742928 472239804 517901668 539076528 548366472 569465646 584032584 591200976 624528482 629653072 708359706 759287528 776852502 827379494 854198469 876048876 886801464 936792723 944479608 997722331 1035803336 1096732944 1138931292 1165278753 1168065168 1241069241 1249056964 1416719412 1518575056 1553705004 1613485997 1654758988 1708396938 1752097752 1773602928 1873585446 1888959216 1995444662 2071606672 2277862584 2330557506 2482138482 2498113928 2810378169 2833438824 2993166993 3107410008 3226971994 3309517976 3416793876 3504195504 3723207723 3747170892 3990889324 4555725168 4661115012 4840457991 4964276964 4996227856 5308492097 5620756338 5666877648 5986333986 6214820016 6453943988 6619035952 6833587752 7446415446 7494341784 7981778648 8979500979 9322230024 9680915982 9928553928 10616984194 11241512676 11972667972 12907887976 13667175504 14521373973 14892830892 14988683568 15925476291 15963557296 16961279627 17959001958 18644460048 19361831964 19857107856 21233968388 22483025352 23945335944 25815775952 29042747946 29785661784 31850952582 33922559254 35918003916 38723663928 40906615571 42467936776 44966050704 47776428873 47890671888 50883838881 58085495892 59571323568 63701905164 67845118508 71836007832 77447327856 81813231142 84935873552 95552857746 101767677762 116170991784 122719846713 127403810328 135690237016 143672015664 152651516643 163626462284 191105715492 203535355524 232341983568 245439693426 254807620656 271380474032 305303033286 327252924568 368159540139 382211430984 407070711048 490879386852 610606066572 654505849136 695412464707 736319080278 764422861968 814141422096 981758773704 1221212133144 1390824929414 1472638160556 1963517547408 2086237394121 2442424266288 2781649858828 2945276321112 4172474788242 5563299717656 5890552642224 6258712182363 8344949576484 11126599435312 12517424364726 16689899152968 25034848729452 33379798305936 50069697458904 100139394917808
• Sum of all divisors σ(n): 307185073787592
• Sum of proper divisors (its aliquot sum) s(n): 207045678869784
• 100139394917808 is an abundant number, because the sum of its proper divisors (207045678869784) is greater than itself. Its abundance is 106906283951976

Bases of 100139394917808

• Binary: 10110110001001110000101000011111110010110110000₂
• Hexadecimal: 0x5B13850FE5B0
• Base-36: ZHVEI7M40

Squares and roots of 100139394917808

• 100139394917808 squared (100139394917808²) is 10027898414504710699075524864
• 100139394917808 cubed (100139394917808³) is 1004187679525747927570478937410001740378112
• The square root of 100139394917808 is 10006967.3187138969
• The cube root of 100139394917808 is 46437.4454525187

Scales and comparisons

• 100,139,394,917,808 seconds is equal to 3,184,123 years, 2 days, 12 hours, 16 minutes, 48 seconds.
• To count from 1 to 100,139,394,917,808 would take you about seven million, nine hundred sixty thousand, three hundred seven 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 100139394917808 cubic inches would be around 3869.8 feet tall.

Recreational maths with 100139394917808

• 100139394917808 backwards is 808719493931001
• The number of decimal digits it has is: 15
• The sum of 100139394917808's digits is 63
• More coming soon!