132313472969329785

Names of 132313472969329785

• Cardinal: 132313472969329785 can be written as One hundred thirty-two quadrillion, three hundred thirteen trillion, four hundred seventy-two billion, nine hundred sixty-nine million, three hundred twenty-nine thousand, seven hundred eighty-five.

Scientific notation

• Scientific notation: 1.32313472969329785 × 10¹⁷

Factors of 132313472969329785

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 63

Divisors of 132313472969329785

• Number of divisors d(n): 336
• Complete list of divisors:
  1 3 5 7 15 17 21 31 35 51 85 93 105 119 155 217 255 289 357 465 527 595 651 867 961 1085 1445 1581 1785 2023 2635 2883 3255 3689 4335 4805 4913 6069 6727 7905 8959 10115 11067 14415 14739 16337 18445 20181 24565 26877 29791 30345 33635 34391 44795 49011 55335 62713 73695 81685 83521 89373 100905 103173 114359 134385 148955 152303 171955 188139 208537 245055 250563 277729 313565 343077 417605 446865 456909 506447 515865 571795 584647 625611 761515 833187 923521 940695 1042685 1066121 1252815 1388645 1419857 1519341 1715385 1753941 1944103 2284545 2532235 2589151 2770563 2923235 3128055 3198363 3545129 4165935 4259571 4617605 4721393 5330605 5832309 6464647 7099285 7596705 7767453 8609599 8769705 9720515 9938999 10635387 12945755 13852815 14164179 15699857 15991815 17725645 18124057 19393941 21297855 23606965 25828797 28629151 29161545 29816997 32323235 33049751 38837265 43047995 44015567 47099571 49694995 53176935 54372171 60267193 70820895 78499285 80263681 85887453 90620285 96969705 99149253 109898999 129143985 132046701 143145755 146363183 149084985 165248755 180801579 200404057 220077835 235497855 240791043 266897569 271860855 301335965 308108969 329696997 401318405 429437265 439089549 486695567 495746265 549494995 561845767 601212171 660233505 731815915 800692707 887503681 904007895 924326907 1002020285 1024542281 1203955215 1334487845 1364482577 1460086701 1540544845 1648484985 1685537301 1868282983 2195447745 2433477835 2488174111 2662511043 2809228835 3006060855 3073626843 3406868969 4003463535 4093447731 4437518405 4537258673 4621634535 5122711405 5604848949 6212525767 6822412885 7300433505 7464522333 8273824639 8427686505 9341414915 9551378039 10220606907 12440870555 13312555215 13611776019 15087562577 15368134215 17034344845 17417218777 18637577301 20467238655 22686293365 24821473917 28024244745 28654134117 31062628835 31760810711 37322611665 41369123195 42298959887 45262687731 47756890195 51103034535 52251656331 57916772473 68058880095 75437812885 77133397441 87086093885 93187886505 95282432133 105612938039 124107369585 126896879661 140655018863 143270670585 158804053555 173750317419 211494799435 226313438655 231400192323 256488563809 261258281655 289583862365 296092719209 316838814117 385666987205 421965056589 476412160665 528064690195 539933782087 634484398305 703275094315 769465691427 868751587095 888278157627 984585132041 1157000961615 1282442819045 1311267756497 1480463596045 1584194070585 1619801346261 1795419946663 2109825282945 2391135320671 2699668910435 2953755396123 3847328457135 3933803269491 4360305584753 4441390788135 4922925660205 5386259839989 6556338782485 7173405962013 8099006731305 8977099733315 9178874295479 11955676603355 13080916754259 14768776980615 16737947244697 19669016347455 21801527923765 26931299199945 27536622886437 30522139093271 35867029810065 40649300451407 45894371477395 50213841734091 65404583771295 74125194940801 83689736223485 91566417279813 121947901354221 137683114432185 152610695466355 203246502257035 222375584822403 251069208670455 284545103159849 370625974704005 457832086399065 518876364585607 609739506771105 853635309479547 1111877924112015 1260128313993617 1422725515799245 1556629093756821 2594381822928035 3780384941980851 4268176547397735 6300641569968085 7783145468784105 8820898197955319 18901924709904255 26462694593865957 44104490989776595 132313472969329785
• Sum of all divisors σ(n): 265635037575153792
• Sum of proper divisors (its aliquot sum) s(n): 133321564605824007
• 132313472969329785 is an abundant number, because the sum of its proper divisors (133321564605824007) is greater than itself. Its abundance is 1008091636494222

Bases of 132313472969329785

• Binary: 111010110000100100110011100010011010101011100110001111001₂
• Hexadecimal: 0x1D612671355CC79
• Base-36: 106T7MCLAXDL

Squares and roots of 132313472969329785

• 132313472969329785 squared (132313472969329785²) is 17506855129205563672327272088146225
• 132313472969329785 cubed (132313472969329785³) is 2316392802916112849621667945572122176282481327811625
• The square root of 132313472969329785 is 363749189.6476606379
• The cube root of 132313472969329785 is 509567.0720078213
• Being both a perfect square and a perfect cube, 132313472969329785 is also a perfect sixth number.

Scales and comparisons

• 132,313,472,969,329,785 seconds is equal to 4,207,159,167 years, 51 weeks, 29 minutes, 45 seconds.
• To count from 1 to 132,313,472,969,329,785 would take you about twelve billion, six hundred twenty-one million, four hundred seventy-seven thousand, five hundred three 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 132313472969329785 cubic inches would be around 42463.9 feet tall.

Recreational maths with 132313472969329785

• 132313472969329785 backwards is 587923969274313231
• The number of decimal digits it has is: 18
• The sum of 132313472969329785's digits is 84
• More coming soon!