9139236314472

Names of 9139236314472

• Cardinal: 9139236314472 can be written as Nine trillion, one hundred thirty-nine billion, two hundred thirty-six million, three hundred fourteen thousand, four hundred seventy-two.

Scientific notation

• Scientific notation: 9.139236314472 × 10¹²

Factors of 9139236314472

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 309

Divisors of 9139236314472

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 6 8 9 11 12 18 22 24 33 36 41 44 66 71 72 82 88 99 121 123 132 142 164 181 198 213 242 246 264 284 328 362 363 369 396 426 451 484 492 543 568 639 724 726 738 781 792 852 902 968 984 1086 1089 1278 1331 1353 1448 1452 1476 1562 1629 1704 1804 1991 2172 2178 2343 2556 2662 2706 2904 2911 2952 3124 3258 3608 3982 3993 4059 4344 4356 4686 4961 5112 5324 5412 5822 5973 6248 6516 7029 7421 7964 7986 8118 8591 8712 8733 9372 9922 10648 10824 11644 11946 11979 12851 13032 14058 14842 14883 15928 15972 16236 17182 17466 17919 18744 19844 21901 22263 23288 23892 23958 25702 25773 26199 28116 29684 29766 31944 32021 32472 32761 34364 34932 35838 38553 39688 43802 44526 44649 47784 47916 51404 51546 52398 54571 56232 59368 59532 64042 65522 65703 66789 68728 69864 71676 77106 77319 81631 87604 89052 89298 94501 95832 96063 98283 102808 103092 104796 109142 115659 119064 128084 131044 131406 133578 141361 143352 154212 154638 163262 163713 175208 178104 178596 189002 192126 196566 197109 206184 209592 218284 231318 240911 244893 256168 262088 262812 267156 282722 283503 288189 294849 308424 309276 326524 327426 352231 357192 360371 378004 384252 393132 394218 424083 436568 462636 481822 489786 491139 525624 526891 534312 565444 567006 576378 589698 618552 653048 654852 704462 720742 722733 734679 756008 768504 786264 788436 848166 850509 897941 925272 963644 979572 982278 1053782 1056693 1081113 1130888 1134012 1152756 1179396 1272249 1309704 1343201 1408924 1441484 1445466 1469358 1554971 1576872 1580673 1696332 1701018 1795882 1927288 1959144 1964556 2107564 2113386 2162226 2168199 2268024 2305512 2326031 2358792 2544498 2686402 2693823 2817848 2882968 2890932 2938716 3109942 3161346 3170079 3243339 3392664 3402036 3591764 3874541 3929112 3964081 4029603 4215128 4226772 4324452 4336398 4652062 4664913 4742019 5088996 5372804 5387646 5781864 5795801 5877432 6219884 6322692 6340158 6486678 6804072 6978093 7183528 7749082 7928162 8059206 8081469 8453544 8648904 8672796 9304124 9329826 9484038 9877351 10177992 10745608 10775292 11591602 11623623 11892243 12088809 12439768 12645384 12680316 12973356 13956186 13994739 14775211 15498164 15856324 16118412 16162938 17104681 17345592 17387403 18608248 18659652 18968076 19754702 20934279 21550584 23183204 23247246 23784486 24177618 25360632 25586341 25946712 27912372 27989478 29550422 29632053 30996328 31712648 32236824 32325876 34209362 34774806 34870869 35676729 37319304 37936152 39509404 41868558 43604891 44325633 46366408 46494492 47568972 48355236 51172682 51314043 52162209 55824744 55978956 59100844 59264106 63753811 64651752 68418724 69549612 69741738 71353458 76759023 79018808 83737116 87209782 88651266 88896159 92988984 95137944 95367271 96710472 102345364 102628086 104324418 111957912 118201688 118528212 127507622 130814673 132976899 136837448 139099224 139483476 142706916 153518046 153942129 162527321 167474232 174419564 177302532 177792318 190734542 191261433 204690728 205256172 208648836 230277069 237056424 255015244 261629346 265953798 278966952 281449751 285413832 286101813 307036092 307884258 325054642 348839128 354605064 355584636 381469084 382522866 392444019 410512344 417297672 460554138 487581963 510030488 523258692 531907596 562899502 572203626 573784299 614072184 615768516 650109284 701291921 711169272 762938168 765045732 784888038 844349253 858305439 921108276 975163926 1046517384 1049039981 1063815192 1125799004 1144407252 1147568598 1231537032 1300218568 1402583842 1462745889 1530091464 1569776076 1688698506 1716610878 1787800531 1842216552 1950327852 2098079962 2103875763 2251598008 2288814504 2295137196 2533047759 2805167684 2925491778 3095947261 3139552152 3147119943 3377397012 3433221756 3575601062 3900655704 4196159924 4207751526 4590274392 5066095518 5363401593 5610335368 5850983556 6191894522 6294239886 6311627289 6754794024 6866443512 7151202124 8392319848 8415503052 9287841783 9441359829 10132191036 10726803186 11539439791 11701967112 12383789044 12588479772 12623254578 14302404248 16090204779 16831006104 18575683566 18882719658 20264382072 21453606372 23078879582 24767578088 25176959544 25246509156 27863525349 32180409558 34618319373 37151367132 37765439316 42907212744 46157759164 50493018312 55727050698 64360819116 69236638746 74302734264 75530878632 92315518328 103854958119 111454101396 126933837701 128721638232 138473277492 207709916238 222908202792 253867675402 276946554984 380801513103 415419832476 507735350804 761603026206 830839664952 1015470701608 1142404539309 1523206052412 2284809078618 3046412104824 4569618157236 9139236314472
• Sum of all divisors σ(n): 28439412543360
• Sum of proper divisors (its aliquot sum) s(n): 19300176228888
• 9139236314472 is an abundant number, because the sum of its proper divisors (19300176228888) is greater than itself. Its abundance is 10160939914416

Bases of 9139236314472

• Binary: 10000100111111100100111011110001110101101000₂
• Hexadecimal: 0x84FE4EF1D68
• Base-36: 38MI9C0A0

Squares and roots of 9139236314472

• 9139236314472 squared (9139236314472²) is 83525640411763745676638784
• 9139236314472 cubed (9139236314472³) is 763360566040721239550950164152975682048
• The square root of 9139236314472 is 3023116.9865673409
• The cube root of 9139236314472 is 20907.5576206017

Scales and comparisons

• 9,139,236,314,472 seconds is equal to 290,599 years, 23 weeks, 1 day, 2 hours, 1 minute, 12 seconds.
• To count from 1 to 9,139,236,314,472 would take you about seven hundred twenty-six thousand, four hundred ninety-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 9139236314472 cubic inches would be around 1742.3 feet tall.

Recreational maths with 9139236314472

• 9139236314472 backwards is 2744136329319
• The number of decimal digits it has is: 13
• The sum of 9139236314472's digits is 54
• More coming soon!