64054456326315

Names of 64054456326315

• Cardinal: 64054456326315 can be written as Sixty-four trillion, fifty-four billion, four hundred fifty-six million, three hundred twenty-six thousand, three hundred fifteen.

Scientific notation

• Scientific notation: 6.4054456326315 × 10¹³

Factors of 64054456326315

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 462

Divisors of 64054456326315

• Number of divisors d(n): 576
• Complete list of divisors:
  1 3 5 7 9 13 15 21 27 35 39 45 63 65 81 91 105 117 127 135 169 189 195 243 273 307 315 351 381 405 455 507 567 585 635 729 819 845 889 921 945 1053 1143 1183 1215 1365 1521 1535 1651 1701 1755 1905 2149 2187 2457 2535 2667 2763 2835 3159 3429 3549 3645 3991 4095 4445 4563 4605 4953 5103 5265 5715 5915 6447 7371 7605 8001 8255 8289 8505 9477 10287 10647 10745 10935 11557 11973 12285 13335 13689 13815 14859 15309 15795 16129 17145 17745 19341 19955 21463 22113 22815 24003 24765 24867 25515 27937 28431 30861 31941 32235 34671 35919 36855 38989 40005 41067 41445 44577 47385 48387 51435 51883 53235 57785 58023 59865 64389 66339 68445 72009 74295 74601 76545 80645 83811 92583 95823 96705 104013 107315 107757 110565 112903 116967 120015 123201 124335 133731 139685 142155 145161 150241 154305 155649 159705 173355 174069 179595 193167 194945 199017 205335 209677 216027 222885 223803 241935 251433 259415 272923 277749 287469 290115 312039 321945 323271 331695 338709 350901 360045 363181 369603 373005 401193 419055 435483 450723 462915 466947 479115 506857 520065 522207 538785 564515 579501 584835 616005 629031 648081 668655 671409 725805 751205 754299 778245 818769 862407 870345 936117 965835 969813 995085 1016127 1048385 1052703 1080135 1089543 1119015 1203579 1257165 1306449 1352169 1364615 1388745 1400841 1437345 1467739 1520571 1560195 1566621 1616355 1693545 1738503 1754505 1815905 1848015 1887093 1944243 2005965 2177415 2253615 2262897 2334735 2456307 2534285 2587221 2611035 2725801 2808351 2897505 2909439 3048381 3145155 3158109 3240405 3268629 3357045 3547999 3610737 3771495 3919347 4056507 4093845 4202523 4312035 4403217 4561713 4680585 4699863 4849065 4951603 5080635 5215509 5263515 5447715 5661279 6017895 6532245 6589141 6760845 6788691 7004205 7338695 7368921 7602855 7833105 8177403 8425053 8692515 8728317 9145143 9435465 9474327 9721215 9805887 10643997 11314485 11758041 12169521 12281535 12607569 12936105 13209651 13629005 13685139 14041755 14547195 14854809 15241905 15646527 15790545 16343145 16983837 17739995 18053685 19080607 19596735 19767423 20282535 20366073 21012615 22016085 22106763 22808565 23499315 24532209 24758015 25275159 26077545 27435429 28306395 28422981 29417661 31931991 32945705 33943455 34661221 35274123 36508563 36844605 37822707 39628953 40887015 41055417 42125265 43641585 44564427 45725715 46123987 46939581 47371635 49029435 50951511 53219985 57241821 58790205 59302269 60847605 61098219 63037845 64370839 66048255 66320289 68425695 73596627 74274045 78232635 82306287 84919185 85268943 88252983 95403035 95795973 98837115 101830365 103983663 109525689 110533815 113468121 118886859 122661045 123166251 126375795 133693281 137177145 138371961 142114905 147088305 152854533 159659955 171725463 173306105 176370615 177906807 182542815 189113535 193112517 198144765 198960867 205277085 220789881 222822135 230619935 234697905 246918861 254757555 264758949 286209105 287387919 296511345 305491095 311950989 321854195 328577067 331601445 356660577 367983135 369498753 401079843 411531435 415115883 426344715 441264915 450595873 458563599 478979865 515176389 519918315 533720421 547628445 567340605 579337551 594434295 596882601 615831255 662369643 668466405 691859805 764272665 794276847 836820907 858627315 862163757 889534035 935852967 965562585 994804335 1069981731 1103949405 1108496259 1203239529 1234594305 1245347649 1323794745 1351787619 1436939595 1545529167 1559754945 1601161263 1642885335 1738012653 1783302885 1847493765 1987108929 2005399215 2075579415 2252979365 2292817995 2510462721 2575881945 2586491271 2668602105 2807558901 2896687755 2984413005 3209945193 3311848215 3609718587 3736042947 3971384235 4055362857 4184104535 4310818785 4636587501 4679264835 4803483789 5214037959 5349908655 5542481295 5857746349 5961326787 6016197645 6226738245 6758938095 7531388163 7727645835 7759473813 8005806315 8422676703 8690063265 9935544645 10829155761 11208128841 12166088571 12552313605 12932456355 13909762503 14037794505 14410451367 15642113877 16049725965 17573239047 18048592935 18680214735 20276814285 22594164489 23182937505 24017418945 25268030109 26070189795 29288731745 29806633935 33624386523 36498265713 37656940815 38797369065 41729287509 42113383515 46926341631 52719717141 54145778805 56040644205 60830442855 67782493467 69548812515 72052256835 75804090327 78210569385 87866195235 100873159569 109494797139 112970822445 126340150545 140779024893 158159151423 168121932615 182491328565 203347480401 208646437545 234631708155 263598585705 328484391417 338912467335 379020451635 474477454269 504365797845 547473985695 610042441203 703895124465 790795757115 985453174251 1016737402005 1423432362807 1642421957085 1830127323609 2372387271345 3050212206015 4270297088421 4927265871255 7117161814035 9150636618045 12810891265263 21351485442105 64054456326315
• Sum of all divisors σ(n): 144263775237120
• Sum of proper divisors (its aliquot sum) s(n): 80209318910805
• 64054456326315 is an abundant number, because the sum of its proper divisors (80209318910805) is greater than itself. Its abundance is 16154862584490

Bases of 64054456326315

• Binary: 1110100100000111010111000111011001100010101011₂
• Hexadecimal: 0x3A41D71D98AB
• Base-36: MPE7LGJOR

Squares and roots of 64054456326315

• 64054456326315 squared (64054456326315²) is 4102973375259795725761479225
• 64054456326315 cubed (64054456326315³) is 262813728873611830832676979764533693305875
• The square root of 64054456326315 is 8003402.7967055987
• The cube root of 64054456326315 is 40011.3418517383

Scales and comparisons

• 64,054,456,326,315 seconds is equal to 2,036,733 years, 30 weeks, 7 hours, 5 minutes, 15 seconds.
• To count from 1 to 64,054,456,326,315 would take you about five million, ninety-one thousand, eight hundred thirty-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 64054456326315 cubic inches would be around 3334.3 feet tall.

Recreational maths with 64054456326315

• 64054456326315 backwards is 51362365445046
• The number of decimal digits it has is: 14
• The sum of 64054456326315's digits is 54
• More coming soon!