450120462640274134

Names of 450120462640274134

• Cardinal: 450120462640274134 can be written as Four hundred fifty quadrillion, one hundred twenty trillion, four hundred sixty-two billion, six hundred forty million, two hundred seventy-four thousand, one hundred thirty-four.

Scientific notation

• Scientific notation: 4.50120462640274134 × 10¹⁷

Factors of 450120462640274134

• Number of distinct prime factors ω(n): 9
• Total number of prime factors Ω(n): 9
• Sum of prime factors: 4016

Divisors of 450120462640274134

• Number of divisors d(n): 512
• Complete list of divisors:
  1 2 17 19 34 38 71 137 142 191 257 274 323 382 514 521 646 1042 1207 1349 2329 2414 2603 2698 2801 3247 3629 4369 4658 4883 5206 5602 6494 7258 8738 8857 9727 9766 9899 13561 17714 18247 19454 19798 22933 26167 27122 35209 36494 36991 44251 45866 47617 49087 52334 53219 61693 70418 71377 73982 83011 88502 95234 98174 99511 106438 123386 133897 142754 165359 166022 168283 184813 198871 199022 230537 257659 267794 310199 330718 336566 346693 369626 383737 397742 444839 461074 497173 515318 534991 598553 620398 628847 668971 693386 702829 719857 767474 834479 889678 904723 932653 994346 1069982 1197106 1213409 1257694 1337942 1356163 1405658 1439714 1459321 1668958 1691687 1809446 1857857 1865306 1890709 2276249 2426818 2499839 2544043 2712326 2918642 3141821 3380807 3383374 3485177 3715714 3778549 3781418 4380203 4552498 4999678 5067767 5088086 5893781 6283642 6523529 6724919 6761614 6970354 7065281 7291003 7557098 8451941 8760406 9094847 9506687 10135534 10164829 11372507 11787562 11948093 12237569 13047058 13449838 13633007 13677283 14130562 14582006 15855101 16903882 18189694 18343889 19013374 20329658 22745014 23054771 23896186 24475138 24808457 25574327 27245327 27266014 27354566 27727099 31583569 31710202 32142053 35299283 36687778 37984361 42497263 43248731 46109542 47496941 49616914 51109847 51148654 54490654 55454198 59248009 63167138 64235333 64284106 66218363 70598566 73293767 75968722 84994526 86152039 86497462 94993882 96287573 98620409 102219694 103611791 114323623 118496018 120109777 123947051 127773461 128470666 132436726 134240339 137492687 146587534 161613679 172304078 172802093 180627053 192575146 197240818 199926977 207223582 228647246 231761119 232513811 240219554 247894102 255546922 259027133 268480678 274985374 278730311 311846113 323227358 345604186 348533891 361254106 375045497 399853954 434763559 463170559 463522238 465027622 471360683 477469249 485912213 517661213 518054266 557460622 600087811 623692226 645734137 697067782 721702859 750090994 807447997 868867399 869527118 926341118 942721366 954938498 967943497 971087093 971824426 1035322426 1125712171 1200175622 1245994039 1291468274 1302416119 1392581573 1443405718 1614895994 1636888741 1676546953 1737734798 1761400447 1815777217 1873787771 1935886994 1942174186 1968624029 2172148837 2251424342 2282085763 2337375679 2491988078 2604832238 2612361053 2785163146 3070659901 3273777482 3353093906 3398758609 3503682799 3522800894 3631554434 3747575542 3798612563 3937248058 4344297674 4403461261 4564171526 4674751358 4738415287 5203857457 5224722106 5295875909 5925076147 6141319802 6375773449 6797517218 7002049039 7007365598 7125864443 7597225126 8116977233 8260507621 8800240621 8806922522 9071915731 9476830574 9761980777 10407714914 10591751818 11850152294 12268948603 12751546898 14004098078 14194815367 14251728886 16233954466 16455039449 16508480581 16521015242 17600481242 18143831462 18390926443 18836498119 19523961554 19789852081 22141074023 23673886741 24537897206 24745906261 26628230287 28389630734 30868212689 31854392107 32910078898 33016961162 33466608493 34499767123 36781852886 37672996238 38186052607 39579704162 44282148046 44410137901 47347773482 49491812522 51381233089 53256460574 59562607583 61736425378 63708784214 64576413571 66569973181 66933216986 68999534246 71633689927 76372105214 88465576769 88820275802 90029890453 98873291683 102762466178 119034833663 119125215166 121139695531 129152827142 133038931741 133139946362 143267379854 154222567427 165953673209 176931153538 180059780906 185477634763 197746583366 238069667326 241311861239 242279391062 248761478729 266077863482 269701491973 308445134854 312645749531 320220468023 331907346418 336427485377 357893464261 370955269526 376007189539 420680406437 452679914879 482623722478 497522957458 505936375453 539402983946 586496041091 625291499062 640440936046 649162894319 672854970754 715786928522 725534999533 752014379078 841360812874 873480962513 905359829758 976243428691 1011872750906 1131689544077 1172992082182 1217772728759 1298325788638 1337391366449 1361040108613 1451069999066 1680845958611 1746961925026 1952486857382 2261661839597 2263379088154 2435545457518 2674782732898 2711209735097 2722080217226 3153119790971 3361691917222 3648067549319 4228945138393 4523323679194 4584925363541 4726468095851 5085991984817 5422419470194 6084188892437 6306239581942 6392122222163 7296135098638 8457890276786 8600918382701 9169850727082 9452936191702 9813815519999 10171983969634 12168377784874 12334094992061 12784244444326 16596138287747 17201836765402 19627631039998 22735653229633 23137681846421 24668189984122 25410435962531 33192276575494 45471306459266 46090565496649 46275363692842 50820871925062 51512984966843 62017148338423 69313283437061 80349957629467 86461863741889 92181130993298 96633847711523 103025969933686 124034296676846 138626566874122 160699915258934 166834863839983 172923727483778 186462494879981 193267695423046 333669727679966 372924989759962 431977411363027 696780901919929 863954822726054 875720744436331 1178325818430037 1393561803839858 1642775411095891 1751441488872662 2356651636860074 3169862412959677 3285550822191782 6339724825919354 11845275332638793 13238837136478651 23690550665277586 26477674272957302 225060231320137067 450120462640274134
• Sum of all divisors σ(n): 777490170173521920
• Sum of proper divisors (its aliquot sum) s(n): 327369707533247786
• 450120462640274134 is a deficient number, because the sum of its proper divisors (327369707533247786) is less than itself. Its deficiency is 122750755107026348

Bases of 450120462640274134

• Binary: 11000111111001001100010110100001001110011101101101011010110₂
• Hexadecimal: 0x63F262D09CEDAD6
• Base-36: 3F42DXVE2MZA

Squares and roots of 450120462640274134

• 450120462640274134 squared (450120462640274134²) is 202608430887494422415410782669449956
• 450120462640274134 cubed (450120462640274134³) is 91198200645898997067637200156811734608543950834238104
• The square root of 450120462640274134 is 670910174.7926276115
• The cube root of 450120462640274134 is 766377.8052984437

Scales and comparisons

• 450,120,462,640,274,134 seconds is equal to 14,312,438,397 years, 49 weeks, 4 days, 35 minutes, 34 seconds.
• To count from 1 to 450,120,462,640,274,134 would take you about forty-two billion, nine hundred thirty-seven million, three hundred fifteen thousand, one hundred ninety-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 450120462640274134 cubic inches would be around 63864.8 feet tall.

Recreational maths with 450120462640274134

• 450120462640274134 backwards is 431472046264021054
• The number of decimal digits it has is: 18
• The sum of 450120462640274134's digits is 55
• More coming soon!