137790224426971788

Names of 137790224426971788

• Cardinal: 137790224426971788 can be written as One hundred thirty-seven quadrillion, seven hundred ninety trillion, two hundred twenty-four billion, four hundred twenty-six million, nine hundred seventy-one thousand, seven hundred eighty-eight.

Scientific notation

• Scientific notation: 1.37790224426971788 × 10¹⁷

Factors of 137790224426971788

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 562

Divisors of 137790224426971788

• Number of divisors d(n): 432
• Complete list of divisors:
  1 2 3 4 6 7 12 14 21 28 42 49 84 98 147 167 196 294 334 343 383 501 588 668 686 766 1002 1029 1149 1169 1372 1532 2004 2058 2298 2338 2401 2681 3507 4116 4596 4676 4802 5362 7014 7203 8043 8183 9604 10724 14028 14406 16086 16366 16807 18767 24549 27889 28812 32172 32732 33614 37534 49098 50421 55778 56301 57281 63961 67228 75068 83667 98196 100842 111556 112602 114562 127922 131369 146689 167334 171843 191883 195223 201684 225204 229124 255844 262738 293378 334668 343686 383766 390446 394107 400967 440067 447727 525476 585669 586756 687372 767532 780892 788214 801934 880134 895454 919583 1026823 1171338 1202901 1343181 1366561 1576428 1603868 1760268 1790908 1839166 2053646 2342676 2405802 2686362 2733122 2758749 2806769 3080469 3134089 3678332 4099683 4107292 4657463 4811604 5372724 5466244 5517498 5613538 6160938 6268178 6437081 7187761 8199366 8420307 9314926 9402267 9565927 10681487 11034996 11227076 12321876 12536356 12874162 13972389 14375522 16398732 16840614 18629852 18804534 19131854 19311243 21362974 21563283 21938623 24497063 25748324 27944778 28697781 28751044 32044461 32602241 33681228 37609068 38263708 38622486 42725948 43126566 43877246 48994126 50314327 55889556 57395562 64088922 65204482 65815869 66961489 73491189 74770409 77244972 86253132 87754492 97806723 97988252 100628654 114791124 128177844 130408964 131631738 133922978 146982378 149540818 150942981 153570361 171479441 195613446 200884467 201257308 224311227 228215687 263263476 267845956 293964756 299081636 301885962 307140722 342958882 352200289 391226892 401768934 448622454 456431374 460711083 468730423 514438323 523392863 603771924 614281444 684647061 685917764 704400578 803537868 897244908 912862748 921422166 937460846 1028876646 1046785726 1056600867 1074992527 1200356087 1369294122 1406191269 1408801156 1570178589 1597509809 1783808329 1842844332 1874921692 2057753292 2093571452 2113201734 2149985054 2400712174 2465402023 2738588244 2812382538 3140357178 3195019618 3224977581 3567616658 3601068261 3663750041 4091009521 4226403468 4299970108 4792529427 4801424348 4930804046 5351424987 5624765076 6280714356 6390039236 6449955162 7135233316 7202136522 7327500082 7396206069 8182019042 8402492609 9585058854 9861608092 10702849974 10991250123 11182568663 12273028563 12486658303 12899910324 14404273044 14655000164 14792412138 16364038084 16804985218 19170117708 21405699948 21982500246 22365137326 24546057126 24973316606 25207477827 25646250287 28637066647 29584824276 33547705989 33609970436 37459974909 43965000492 44730274652 49092114252 49946633212 50414955654 51292500574 57274133294 58817448263 67095411978 74919949818 76938750861 78277980641 85911199941 87406608121 100829911308 102585001148 114548266588 117634896526 134190823956 149839899636 153877501722 156555961282 171822399882 174813216242 176452344789 179523752009 200459466529 234833941923 235269793052 262219824363 307755003444 313111922564 343644799764 349626432484 352904689578 359047504018 400918933058 411722137841 469667883846 524439648726 538571256027 601378399587 611846256847 683198590007 705809379156 718095008036 801837866116 823444275682 939335767692 1048879297452 1077142512054 1202756799174 1223692513694 1235166413523 1366397180014 1403216265703 1646888551364 1835538770541 2049595770021 2154285024108 2405513598348 2447385027388 2470332827046 2732794360028 2806432531406 3671077541082 4099191540042 4209648797109 4282923797929 4782390130049 4940665654092 5612865062812 7342155082164 8198383080084 8419297594218 8565847595858 9564780260098 9822513859921 12848771393787 14347170390147 16838595188436 17131695191716 19129560520196 19645027719842 25697542787574 28694340780294 29467541579763 29980466585503 33476730910343 39290055439684 51395085575148 57388681560588 58935083159526 59960933171006 66953461820686 68757597019447 89941399756509 100430192731029 117870166319052 119921866342012 133906923641372 137515194038894 179882799513018 200860385462058 206272791058341 234337116372401 275030388077788 359765599026036 401720770924116 412545582116682 468674232744802 703011349117203 825091164233364 937348465489604 1406022698234406 1640359814606807 2812045396468812 3280719629213614 4921079443820421 6561439258427228 9842158887640842 11482518702247649 19684317775281684 22965037404495298 34447556106742947 45930074808990596 68895112213485894 137790224426971788
• Sum of all divisors σ(n): 378339840868631040
• Sum of proper divisors (its aliquot sum) s(n): 240549616441659252
• 137790224426971788 is an abundant number, because the sum of its proper divisors (240549616441659252) is greater than itself. Its abundance is 102759392014687464

Bases of 137790224426971788

• Binary: 111101001100001110111101010100100011111011011001010001100₂
• Hexadecimal: 0x1E9877AA47DB28C
• Base-36: 11OQK38HNG5O

Squares and roots of 137790224426971788

• 137790224426971788 squared (137790224426971788²) is 18986145947635252802705931747916944
• 137790224426971788 cubed (137790224426971788³) is 2616105311127902436472256402677550163769518855175872
• The square root of 137790224426971788 is 371201056.6081025961
• The cube root of 137790224426971788 is 516502.9454444491

Scales and comparisons

• 137,790,224,426,971,788 seconds is equal to 4,381,302,923 years, 32 weeks, 5 days, 1 hour, 29 minutes, 48 seconds.
• To count from 1 to 137,790,224,426,971,788 would take you about thirteen billion, one hundred forty-three million, nine hundred eight thousand, seven hundred seventy 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 137790224426971788 cubic inches would be around 43041.9 feet tall.

Recreational maths with 137790224426971788

• 137790224426971788 backwards is 887179624422097731
• The number of decimal digits it has is: 18
• The sum of 137790224426971788's digits is 87
• More coming soon!