13445753464397397312

Names of 13445753464397397312

• Cardinal: 13445753464397397312 can be written as Thirteen quintillion, four hundred forty-five quadrillion, seven hundred fifty-three trillion, four hundred sixty-four billion, three hundred ninety-seven million, three hundred ninety-seven thousand, three hundred twelve.

Scientific notation

• Scientific notation: 1.3445753464397397312 × 10¹⁹

Factors of 13445753464397397312

• Number of distinct prime factors ω(n): 4
• Total number of prime factors Ω(n): 17
• Sum of prime factors: 5099

Divisors of 13445753464397397312

• Number of divisors d(n): 588
• Complete list of divisors:
  1 2 3 4 6 8 9 12 13 16 18 24 26 27 32 36 39 48 52 54 64 72 78 81 96 104 108 117 144 156 162 169 192 208 216 234 243 288 312 324 338 351 416 432 468 486 507 576 624 648 676 702 729 832 864 936 972 1014 1053 1248 1296 1352 1404 1458 1521 1728 1872 1944 2028 2106 2197 2496 2592 2704 2808 2916 3042 3159 3744 3888 4056 4212 4394 4563 5081 5184 5408 5616 5832 6084 6318 6591 7488 7776 8112 8424 8788 9126 9477 10162 10816 11232 11664 12168 12636 13182 13689 15243 15552 16224 16848 17576 18252 18954 19773 20324 22464 23328 24336 25272 26364 27378 30486 32448 33696 35152 36504 37908 39546 40648 41067 45729 46656 48672 50544 52728 54756 59319 60972 66053 67392 70304 73008 75816 79092 81296 82134 91458 97344 101088 105456 109512 118638 121944 123201 132106 137187 140608 146016 151632 158184 162592 164268 177957 182916 198159 202176 210912 219024 237276 243888 246402 264212 274374 292032 303264 316368 325184 328536 355914 365832 396318 411561 421824 438048 474552 487776 492804 528424 533871 548748 594477 606528 632736 657072 711828 731664 792636 823122 858689 876096 949104 975552 985608 1056848 1067742 1097496 1188954 1234683 1265472 1314144 1423656 1463328 1585272 1601613 1646244 1717378 1783431 1898208 1971216 2113696 2135484 2194992 2377908 2469366 2576067 2628288 2847312 2926656 3170544 3203226 3292488 3434756 3566862 3704049 3796416 3942432 4227392 4270968 4389984 4755816 4938732 5152134 5350293 5694624 6341088 6406452 6584976 6869512 7133724 7408098 7728201 7884864 8541936 8779968 9511632 9877464 10304268 10700586 11162957 11389248 12682176 12812904 13169952 13739024 14267448 14816196 15456402 16050879 17083872 19023264 19754928 20608536 21401172 22325914 23184603 25625808 25816561 26339904 27478048 28534896 29632392 30912804 32101758 33488871 34167744 38046528 39509856 41217072 42802344 44651828 46369206 48152637 51251616 51633122 54956096 57069792 59264784 61825608 64203516 66977742 69553809 77449683 79019712 82434144 85604688 89303656 92738412 96305274 100466613 102503232 103266244 114139584 118529568 123651216 128407032 133955484 139107618 154899366 164868288 171209376 178607312 185476824 192610548 200933226 206532488 208661427 232349049 237059136 247302432 256814064 267910968 278215236 301399839 309798732 335615293 342418752 357214624 370953648 385221096 401866452 413064976 417322854 464698098 494604864 513628128 535821936 556430472 602799678 619597464 625984281 671230586 697047147 714429248 741907296 770442192 803732904 826129952 834645708 904199517 929396196 1006845879 1027256256 1071643872 1112860944 1205599356 1239194928 1251968562 1342461172 1394094294 1483814592 1540884384 1607465808 1652259904 1669291416 1808399034 1858792392 2013691758 2091141441 2143287744 2225721888 2411198712 2478389856 2503937124 2684922344 2712598551 2788188588 3020537637 3081768768 3214931616 3338582832 3616798068 3717584784 4027383516 4182282882 4362998809 4451443776 4822397424 4956779712 5007874248 5369844688 5425197102 5576377176 6041075274 6273424323 6429863232 6677165664 7233596136 7435169568 8054767032 8137795653 8364565764 8725997618 9061612911 9644794848 10015748496 10739689376 10850394204 11152754352 12082150548 12546848646 13088996427 13354331328 14467192272 14870339136 16109534064 16275591306 16729131528 17451995236 18123225822 18820272969 19289589696 20031496992 21479378752 21700788408 22305508704 24164301096 25093697292 26177992854 27184838733 28934384544 32219068128 32551182612 33458263056 34903990472 36246451644 37640545938 39266989281 40062993984 43401576816 44611017408 48328602192 50187394584 52355985708 54369677466 56718984517 57868769088 64438136256 65102365224 66916526112 69807980944 72492903288 75281091876 78533978562 81554516199 86803153632 96657204384 100374789168 104711971416 108739354932 113437969034 117800967843 130204730448 133833052224 139615961888 144985806576 150562183752 157067957124 163109032398 170156953551 173606307264 193314408768 200749578336 209423942832 217478709864 226875938068 235601935686 244663548597 260409460896 279231923776 289971613152 301124367504 314135914248 326218064796 340313907102 353402903529 401499156672 418847885664 434957419728 453751876136 471203871372 489327097194 510470860653 520818921792 579943226304 602248735008 628271828496 652436129592 680627814204 706805807058 837695771328 869914839456 907503752272 942407742744 978654194388 1020941721306 1060208710587 1204497470016 1256543656992 1304872259184 1361255628408 1413611614116 1531412581959 1739829678912 1815007504544 1884815485488 1957308388776 2041883442612 2120417421174 2513087313984 2609744518368 2722511256816 2827223228232 3062825163918 3180626131761 3630015009088 3769630970976 3914616777552 4083766885224 4240834842348 4594237745877 5219489036736 5445022513632 5654446456464 6125650327836 6361252263522 7539261941952 7829233555104 8167533770448 8481669684696 9188475491754 10890045027264 11308892912928 12251300655672 12722504527044 13782713237631 15658467110208 16335067540896 16963339369392 18376950983508 22617785825856 24502601311344 25445009054088 27565426475262 32670135081792 33926678738784 36753901967016 41348139712893 49005202622688 50890018108176 55130852950524 67853357477568 73507803934032 82696279425786 98010405245376 101780036216352 110261705901048 147015607868064 165392558851572 203560072432704 220523411802096 294031215736128 330785117703144 441046823604192 661570235406288 882093647208384 1323140470812576 2646280941625152
• Sum of all divisors σ(n): 13451637884301577900
• Sum of proper divisors (its aliquot sum) s(n): 5884419904180588
• 13445753464397397312 is a deficient number, because the sum of its proper divisors (5884419904180588) is less than itself. Its deficiency is 13439869044493216724

Bases of 13445753464397397312

• Binary: 1011101010011000111010011000100110000110111000100111110101000000₂
• Hexadecimal: 0xBA98E98986E27D40
• Base-36: 2U5K9T8JNH000

Squares and roots of 13445753464397397312

• 13445753464397397312 squared (13445753464397397312²) is 180788286225354611864974502159584825344
• 13445753464397397312 cubed (13445753464397397312³) is 2430834725837030036098898961685857320277680196243695075328
• The square root of 13445753464397397312 is 3666845165.0427506579
• 13445753464397397312 is a perfect cube number. Its cube root is 2377908

Scales and comparisons

• 13,445,753,464,397,397,312 seconds is equal to 293,274,701,009 years, 3 weeks, 3 days, 15 hours, 30 minutes, 7 seconds.
• To count from 1 to 13,445,753,464,397,397,312 would take you about two hundred ninety-three billion, two hundred seventy-four million, seven hundred one thousand and nine 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 13445753464397397312 cubic inches would be around 198159 feet tall.

Recreational maths with 13445753464397397312

• 13445753464397397312 backwards is 21379379346435754431
• The number of decimal digits it has is: 20
• The sum of 13445753464397397312's digits is 90
• More coming soon!