5125115990688642

Names of 5125115990688642

• Cardinal: 5125115990688642 can be written as Five quadrillion, one hundred twenty-five trillion, one hundred fifteen billion, nine hundred ninety million, six hundred eighty-eight thousand, six hundred forty-two.

Scientific notation

• Scientific notation: 5.125115990688642 × 10¹⁵

Factors of 5125115990688642

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 236

Divisors of 5125115990688642

• Number of divisors d(n): 480
• Complete list of divisors:
  1 2 3 6 9 13 18 26 27 39 54 61 78 81 117 122 157 162 169 183 234 314 338 351 366 471 507 549 702 793 942 1014 1053 1098 1413 1521 1586 1647 2041 2106 2197 2379 2826 3042 3294 3721 4082 4239 4394 4563 4758 4941 6123 6591 7137 7442 8478 9126 9577 9882 10309 11163 12246 12717 13182 13689 14274 18369 19154 19773 20618 21411 22326 24649 25434 26533 27378 28731 30927 33489 36738 39546 42822 48373 49298 53066 55107 57462 59319 61854 64233 66978 73947 79599 86193 92781 96746 100467 110214 118638 124501 128466 134017 145119 147894 159198 165321 172386 177957 185562 200934 221841 238797 249002 258579 268034 278343 290238 301401 320437 330642 344929 355914 373503 402051 435357 443682 477594 517158 556686 584197 602802 628849 640874 665523 689858 716391 747006 775737 804102 835029 870714 961311 1034787 1120509 1168394 1206153 1257698 1306071 1331046 1432782 1503589 1551474 1618513 1670058 1752591 1886547 1922622 1996569 2069574 2149173 2241018 2412306 2612142 2883933 3007178 3104361 3237026 3361527 3505182 3618459 3773094 3869893 3918213 3993138 4165681 4298346 4510767 4855539 5257773 5659641 5767866 6208722 6723054 7236918 7594561 7739786 7836426 8175037 8331362 8651799 9021534 9313083 9711078 10084581 10515546 10855377 11319282 11609679 12497043 13532301 14566617 15189122 15773319 16350074 16978923 17303598 18626166 19546657 20169162 21040669 21710754 22783683 23219358 24525111 24994086 25955397 27064602 27939249 29133234 31546638 33957846 34829037 37491129 39093314 40596903 42081338 43699851 45567366 47319957 49050222 50308609 50936769 51910794 54153853 55878498 58639971 63122007 68351049 69658074 73575333 74982258 81193806 87399702 91718929 94639914 98729293 100617218 101873538 104487111 108307706 112473387 117279942 121790709 126244014 131099553 136702098 147150666 150925827 162461559 175919913 183437858 189366021 197458586 205053147 208974222 220725999 224946774 236063473 243581418 254106541 262199106 275156787 296187879 301851654 313461333 324923118 337420161 351839826 378732042 410106294 441451998 452777481 472126946 487384677 508213082 527759739 550313574 568098063 592375758 615159441 626922666 654011917 662177997 674840322 708190419 762319623 825470361 888563637 905554962 974769354 1055519478 1136196126 1192346077 1230318882 1283480809 1308023834 1324355994 1358332443 1416380838 1462154031 1524639246 1583279217 1650940722 1704294189 1777127274 1962035751 2124571257 2286958869 2384692154 2476411083 2566961618 2665690911 2716664886 2924308062 3068825149 3166558434 3303385033 3408588378 3577038231 3850442427 3924071502 4074997329 4249142514 4386462093 4573917738 4952822166 5331381822 5886107253 6137650298 6373713771 6606770066 6860876607 7154076462 7429233249 7700884854 7997072733 8149994658 8502154921 8772924186 9206475447 9910155099 10731114693 11551327281 11772214506 12747427542 13721753214 14399871853 14858466498 15500499001 15994145466 17004309842 17658321759 18412950894 19121141313 19820310198 20582629821 21462229386 23102654562 25506464763 27619426341 28799743706 29730465297 31000998002 32193344079 34653981843 35316643518 38242282626 39894726937 41165259642 43199615559 46501497003 51012929526 52974965277 55238852682 59460930594 64386688158 69307963686 76519394289 79789453874 82858279023 86399231118 89191395891 93002994006 96580032237 103961945529 105949930554 119684180811 129598846677 139504491009 153038788578 165716558046 178382791782 187198334089 193160064474 201506487013 207923891058 229558182867 239368361622 248574837069 259197693354 267574187673 279008982018 359052542433 374396668178 388796540031 403012974026 418513473027 459116365734 497149674138 518631450181 535148375346 561595002267 604519461039 688674548601 718105084866 777593080062 837026946054 1037262900362 1077157627299 1123190004534 1166389620093 1209038922078 1255540419081 1377349097202 1555894350543 1684785006801 1813558383117 2154315254598 2332779240186 2433578343157 2511080838162 3111788701086 3231472881897 3369570013602 3627116766234 4667683051629 4867156686314 5054355020403 5440675149351 6462945763794 7300735029471 9335366103258 10108710040806 10881350298702 14003049154887 14601470058942 15163065061209 16322025448053 21902205088413 28006098309774 30326130122418 31636518461041 32644050896106 42009147464661 43804410176826 63273036922082 65706615265239 84018294929322 94909555383123 131413230530478 189819110766246 197119845795717 284728666149369 394239691591434 569457332298738 854185998448107 1708371996896214 2562557995344321 5125115990688642
• Sum of all divisors σ(n): 12728989667394000
• Sum of proper divisors (its aliquot sum) s(n): 7603873676705358
• 5125115990688642 is an abundant number, because the sum of its proper divisors (7603873676705358) is greater than itself. Its abundance is 2478757686016716

Bases of 5125115990688642

• Binary: 10010001101010100010000001110000011101100001110000010₂
• Hexadecimal: 0x1235440E0EC382
• Base-36: 1EGP9S6A64I

Squares and roots of 5125115990688642

• 5125115990688642 squared (5125115990688642²) is 26266813918012420351645387804164
• 5125115990688642 cubed (5125115990688642³) is 134620468035648435832947109020669688130595105288
• The square root of 5125115990688642 is 71589915.4259078727
• The cube root of 5125115990688642 is 172412.1626958031

Scales and comparisons

• 5,125,115,990,688,642 seconds is equal to 162,962,835 years, 24 weeks, 6 days, 10 hours, 50 minutes, 42 seconds.
• To count from 1 to 5,125,115,990,688,642 would take you about four hundred eighty-eight million, eight hundred eighty-eight thousand, five hundred six 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 5125115990688642 cubic inches would be around 14367.7 feet tall.

Recreational maths with 5125115990688642

• 5125115990688642 backwards is 2468860995115215
• The number of decimal digits it has is: 16
• The sum of 5125115990688642's digits is 72
• More coming soon!