1413627743798008

Names of 1413627743798008

• Cardinal: 1413627743798008 can be written as One quadrillion, four hundred thirteen trillion, six hundred twenty-seven billion, seven hundred forty-three million, seven hundred ninety-eight thousand and eight.

Scientific notation

• Scientific notation: 1.413627743798008 × 10¹⁵

Factors of 1413627743798008

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 1875

Divisors of 1413627743798008

• Number of divisors d(n): 512
• Complete list of divisors:
  1 2 4 8 37 41 43 67 71 74 82 86 134 142 148 164 172 268 284 296 328 344 521 536 568 1042 1093 1517 1591 1763 2084 2186 2479 2627 2747 2881 2911 3034 3053 3182 3526 4168 4372 4757 4958 5254 5494 5762 5822 6068 6106 6364 7052 8744 9514 9916 10508 10988 11524 11644 12136 12212 12728 14104 19028 19277 19832 21016 21361 21976 22403 23048 23288 24424 34907 36991 38056 38554 40441 42722 44806 44813 46999 65231 69814 73231 73982 77108 77603 80882 85444 89612 89626 93998 101639 106597 107707 112961 118121 125173 130462 139628 146462 147964 154216 155206 161764 170888 176009 179224 179252 187996 195037 203278 204551 213194 215414 225922 236242 250346 260924 279256 292924 295928 310412 323528 352018 358504 375992 390074 406556 409102 426388 430828 451844 472484 500692 521848 569453 585848 620824 704036 780148 790357 813112 818204 828911 852776 861656 903688 918523 944968 1001384 1138906 1291559 1368667 1408072 1431187 1501001 1516631 1560296 1580714 1590613 1636408 1657822 1658081 1738963 1837046 1926959 2277812 2478397 2583118 2709547 2737334 2862374 2871311 3002002 3002471 3033262 3148933 3161428 3181226 3181723 3315644 3316162 3336929 3477926 3674092 3853918 4370477 4555624 4631401 4956794 5166236 5199401 5419094 5474668 5724748 5742622 6004004 6004942 6066524 6297866 6322856 6362452 6363446 6631288 6632324 6673858 6955852 7216369 7348184 7568387 7707836 8386591 8740954 9262802 9913588 10332472 10398802 10838188 10949336 11449496 11485244 12008008 12009884 12133048 12595732 12724904 12726892 13264648 13347716 13911704 14432738 15136774 15415672 16773182 17481908 18525604 19827176 20797604 21069761 21676376 22970488 23347573 24019768 24486479 25191464 25453784 26695432 28865476 30273548 33546364 33985351 34963816 37051208 38153351 40431163 41595208 42139522 46695146 48972958 52953919 55537037 56115347 57730952 58852681 60547096 61541041 65215133 67092728 67970702 71297483 76306702 80862326 84279044 91700689 93390292 97945916 101614277 105907838 106571071 111074074 111091427 112230694 116510521 117705362 117723751 123082082 123466373 129106253 130430266 135941404 136814089 142594966 152613404 161724652 168558088 183401378 186780584 192377837 195891832 203228554 211815676 213142142 213175441 222148148 222182854 223574243 224461388 233021042 235410724 235447502 246164164 246932746 258212506 260860532 271882808 273628178 285189932 305226808 310303867 323449304 366802756 384755674 406457108 423631352 426284284 426350882 444296296 444365708 447148486 448922776 466042084 470821448 470895004 492328328 493865492 516425012 521721064 547256356 570379864 620607734 733605512 769511348 812914216 852568568 852701764 863860201 888731416 894296972 905999723 932084168 941790008 987730984 1003945639 1032850024 1094512712 1241215468 1411673987 1495953031 1539022696 1564287391 1640594093 1657677683 1705403528 1727720402 1738540009 1788593944 1811999446 2007891278 2277018517 2412959921 2482430936 2708887921 2823347974 2991906062 3128574782 3281188186 3315355366 3455440804 3477080018 3623998892 3759728249 3943129627 4015782556 4369413911 4554037034 4776931361 4825919842 5062121293 5417775842 5646695948 5983812124 6257149564 6562376372 6630710732 6910881608 6954160036 7247997784 7519456498 7886259254 7887491317 8031565112 8272246991 8738827822 9108074068 9166543963 9553862722 9651839684 10124242586 10835551684 11293391896 11967624248 12514299128 13124752744 13261421464 13908320072 15038912996 15772518508 15774982634 16544493982 17477655644 18216148136 18333087926 19107725444 19303679368 20248485172 21671103368 30077825992 31545037016 31549965268 33088987964 34955311288 36666175852 37145988643 38215450888 40496970344 57878633467 60701981441 61334074271 63099930536 64325980333 66177975928 67264357813 71280140369 73332351704 74291977286 100228853077 111064404761 115757266934 116482180603 121403962882 122668148542 128651960666 134528715626 142560280738 148583954572 161668314707 200457706154 222128809522 231514533868 232964361206 242807925764 245336297084 257303921332 269057431252 285120561476 297167909144 323336629414 339162126631 400915412308 444257619044 463029067736 465928722412 485615851528 490672594168 514607842664 538114862504 570241122952 646673258828 678324253262 801830824616 888515238088 931857444824 1293346517656 1356648506524 2488781239081 2637365193653 2713297013048 4109382976157 4309840682311 4775769404723 4977562478162 5274730387306 8218765952314 8619681364622 9551538809446 9955124956324 10549460774612 16437531904628 17239362729244 19103077618892 19910249912648 21098921549224 32875063809256 34478725458488 38206155237784 176703467974751 353406935949502 706813871899004 1413627743798008
• Sum of all divisors σ(n): 2945140762798080
• Sum of proper divisors (its aliquot sum) s(n): 1531513019000072
• 1413627743798008 is an abundant number, because the sum of its proper divisors (1531513019000072) is greater than itself. Its abundance is 117885275202064

Bases of 1413627743798008

• Binary: 101000001011010111111011011100000111000001011111000₂
• Hexadecimal: 0x505AFDB8382F8
• Base-36: DX37MBVCAG

Squares and roots of 1413627743798008

• 1413627743798008 squared (1413627743798008²) is 1998343398035446545508704768064
• 1413627743798008 cubed (1413627743798008³) is 2824913669098492952504087735019961274105216512
• The square root of 1413627743798008 is 37598241.2327758757
• The cube root of 1413627743798008 is 112230.7038733481

Scales and comparisons

• 1,413,627,743,798,008 seconds is equal to 44,948,989 years, 31 weeks, 6 days, 21 hours, 13 minutes, 28 seconds.
• To count from 1 to 1,413,627,743,798,008 would take you about one hundred thirty-four million, eight hundred forty-six thousand, nine hundred sixty-eight 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 1413627743798008 cubic inches would be around 9352.6 feet tall.

Recreational maths with 1413627743798008

• 1413627743798008 backwards is 8008973477263141
• The number of decimal digits it has is: 16
• The sum of 1413627743798008's digits is 70
• More coming soon!