231995983123696

Names of 231995983123696

• Cardinal: 231995983123696 can be written as Two hundred thirty-one trillion, nine hundred ninety-five billion, nine hundred eighty-three million, one hundred twenty-three thousand, six hundred ninety-six.

Scientific notation

• Scientific notation: 2.31995983123696 × 10¹⁴

Factors of 231995983123696

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 138

Divisors of 231995983123696

• Number of divisors d(n): 540
• Complete list of divisors:
  1 2 4 8 11 16 17 22 29 34 44 58 68 79 88 116 121 136 158 176 187 232 242 272 289 316 319 374 464 484 493 578 632 638 748 841 869 968 986 1156 1264 1276 1343 1496 1682 1738 1936 1972 2057 2291 2312 2552 2686 2992 3179 3364 3476 3509 3944 4114 4582 4624 5104 5372 5423 6241 6358 6728 6952 7018 7888 8228 8381 9164 9251 9559 10744 10846 12482 12716 13456 13904 14036 14297 14773 16456 16762 18328 18502 19118 21488 21692 22831 24964 25201 25432 28072 28594 29546 32912 33524 34969 36656 37004 38236 38947 43384 45662 49928 50402 50864 56144 57188 59092 59653 66439 67048 68651 69938 74008 76472 77894 86768 91324 92191 99856 100804 101761 106097 114376 118184 119306 132878 134096 137302 139876 148016 152944 155788 157267 162503 180989 182648 184382 201608 203522 212194 228752 236368 238612 243049 251141 265756 274604 277211 279752 311576 314534 325006 361978 365296 368764 403216 407044 424388 428417 477224 486098 493039 502282 531512 549208 554422 559504 623152 629068 650012 662099 723956 730829 737528 755161 814088 848776 856834 954448 972196 986078 1004564 1014101 1063024 1098416 1108844 1129463 1167067 1258136 1300024 1324198 1447912 1461658 1475056 1510322 1628176 1697552 1713668 1729937 1803649 1944392 1972156 1990879 2009128 2028202 2217688 2258926 2334134 2516272 2600048 2648396 2673539 2762551 2895824 2923316 3020644 3076813 3427336 3459874 3607298 3888784 3944312 3981758 4018256 4056404 4435376 4517852 4668268 4712587 5248681 5296792 5347078 5423429 5525102 5846632 6041288 6153626 6854672 6919748 7214596 7283089 7888624 7963516 8039119 8112808 8381663 9035704 9336536 9425174 10497362 10593584 10694156 10846858 11050204 11693264 12082576 12307252 12424093 12837737 13839496 14298131 14429192 14566178 15927032 16078238 16225616 16763326 18071408 18673072 18850348 19200871 19840139 20994724 21388312 21693716 21899669 22100408 24614504 24848186 25675474 27678992 28596262 28858384 29132356 29408929 31854064 32156476 33526652 33844943 37700696 38401742 39680278 41989448 42776624 43387432 43799338 44200816 49229008 49696372 51350948 52305821 57192524 57735491 58264712 58817858 59657719 64312952 67053304 67689886 75401392 76803484 79360556 80113979 83978896 86774864 87598676 89227577 92198293 99392744 102701896 104611642 114385048 115470982 116529424 117635716 119315438 128625904 134106608 135379772 136665023 142488271 153606968 157279441 158721112 160227958 175197352 178455154 184396586 198785488 205403792 209223284 211209581 218241529 228770096 230941964 235271432 238630876 243068227 270759544 273330046 284976542 307213936 314558882 317442224 320455916 350394704 356910308 368793172 372294373 414645799 418446568 422419162 436483058 461883928 470542864 477261752 486136454 541519088 546660092 569953084 575364031 629117764 635090401 640911832 713820616 737586344 744588746 829291598 836893136 844838324 872966116 923767856 954523504 972272908 981503347 1014181223 1093320184 1139906168 1150728062 1258235528 1270180802 1281823664 1427641232 1475172688 1489177492 1516868809 1567370981 1658583196 1689676648 1730073851 1745932232 1944545816 1963006694 2028362446 2186640368 2279812336 2301456124 2323305391 2516471056 2540361604 2673750497 2978354984 3033737618 3134741962 3317166392 3379353296 3460147702 3491864464 3889091632 3926013388 4056724892 4132159859 4561103789 4602912248 4646610782 5080723208 5347500994 5956709968 6067475236 6269483924 6329004341 6634332784 6920295404 7048978583 7852026776 8113449784 8264319718 9122207578 9205824496 9293221564 10161446416 10695001988 10796536817 12134950472 12538967848 12658008682 13840590808 14097957166 15704053552 16226899568 16528639436 16685556899 17241080791 18244415156 18586443128 21390003976 21593073634 24269900944 25077935696 25316017364 27681181616 28195914332 29411255467 33057278872 33371113798 34482161582 36488830312 37172886256 42780007952 43186147268 45453758449 50172141679 50632034728 56391828664 58822510934 66114557744 66742227596 68964323164 72977660624 77538764413 86372294536 90907516898 100344283358 101264069456 112783657328 117645021868 119832635911 133484455192 137928646328 155077528826 172744589072 181815033796 183541125889 200688566716 235290043736 239665271822 266968910384 275857292656 310155057652 363630067592 367082251778 401377133432 470580087472 479330543644 499991342939 620310115304 727260135184 734164503556 802754266864 852926408543 958661087288 999982685878 1240620230608 1318158995021 1468329007112 1705852817086 1917322174576 1999965371756 2636317990042 2936658014224 3411705634172 3999930743512 5272635980084 6823411268344 7999861487024 10545271960168 13646822536688 14499748945231 21090543920336 28999497890462 57998995780924 115997991561848 231995983123696
• Sum of all divisors σ(n): 550533329688160
• Sum of proper divisors (its aliquot sum) s(n): 318537346564464
• 231995983123696 is an abundant number, because the sum of its proper divisors (318537346564464) is greater than itself. Its abundance is 86541363440768

Bases of 231995983123696

• Binary: 110100101111111111000110001010011101010011110000₂
• Hexadecimal: 0xD2FFC629D4F0
• Base-36: 2A8HHEE5F4

Squares and roots of 231995983123696

• 231995983123696 squared (231995983123696²) is 53822136185530239241636700416
• 231995983123696 cubed (231995983123696³) is 12486519398179541186694029315119922222657536
• The square root of 231995983123696 is 15231414.3507323705
• The cube root of 231995983123696 is 61445.9818818813

Scales and comparisons

• 231,995,983,123,696 seconds is equal to 7,376,754 years, 33 weeks, 6 days, 13 hours, 28 minutes, 16 seconds.
• To count from 1 to 231,995,983,123,696 would take you about eighteen million, four hundred forty-one thousand, eight hundred eighty-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 231995983123696 cubic inches would be around 5120.5 feet tall.

Recreational maths with 231995983123696

• 231995983123696 backwards is 696321389599132
• The number of decimal digits it has is: 15
• The sum of 231995983123696's digits is 76
• More coming soon!