13219486646016

Names of 13219486646016

• Cardinal: 13219486646016 can be written as Thirteen trillion, two hundred nineteen billion, four hundred eighty-six million, six hundred forty-six thousand and sixteen.

Scientific notation

• Scientific notation: 1.3219486646016 × 10¹³

Factors of 13219486646016

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 2070

Divisors of 13219486646016

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 6 7 8 12 14 16 21 24 28 29 32 42 48 56 58 64 84 87 96 112 116 128 168 174 179 192 203 224 232 256 307 336 348 358 384 406 448 464 537 609 614 672 696 716 768 812 896 921 928 1074 1218 1228 1253 1344 1392 1432 1543 1624 1792 1842 1856 2148 2149 2436 2456 2506 2688 2784 2864 3086 3248 3684 3712 3759 4296 4298 4629 4872 4912 5012 5191 5376 5568 5728 6172 6447 6496 7368 7424 7518 8592 8596 8903 9258 9744 9824 10024 10382 10801 11136 11456 12344 12894 12992 14736 15036 15573 17184 17192 17806 18516 19488 19648 20048 20764 21602 22272 22912 24688 25788 25984 26709 29472 30072 31146 32403 34368 34384 35612 36337 37032 38976 39296 40096 41528 43204 44747 45824 49376 51576 51968 53418 54953 58944 60144 62292 62321 64806 68736 68768 71224 72674 74064 77952 78592 80192 83056 86408 89494 98752 103152 106836 109011 109906 117888 120288 124584 124642 129612 134241 137472 137536 142448 145348 148128 155904 160384 164859 166112 172816 178988 186963 197504 206304 213672 218022 219812 235776 240576 249168 249284 259224 268482 275072 276197 284896 290696 296256 313229 320768 329718 332224 345632 357976 373926 384671 395008 412608 427344 436044 439624 473701 481152 498336 498568 518448 536964 550144 552394 569792 581392 592512 626458 659436 664448 691264 715952 747852 769342 825216 828591 854688 872088 879248 939687 947402 962304 996672 997136 1036896 1073928 1104788 1139584 1154013 1162784 1185024 1252916 1318872 1328896 1382528 1421103 1431904 1495704 1538684 1593637 1650432 1657182 1709376 1744176 1758496 1879374 1894804 1933379 1993344 1994272 2073792 2147856 2209576 2279168 2308026 2325568 2505832 2637744 2765056 2842206 2863808 2991408 3077368 3187274 3314364 3315907 3418752 3488352 3516992 3758748 3789608 3866758 3986688 3988544 4147584 4295712 4419152 4616052 4651136 4780911 5011664 5275488 5684412 5727616 5800137 5982816 6154736 6374548 6628728 6631814 6837504 6976704 7033984 7517496 7579216 7733516 7977088 8009713 8295168 8591424 8838304 9232104 9302272 9561822 9947721 10023328 10550976 11155459 11368824 11455232 11600274 11965632 12309472 12749096 13257456 13263628 13737329 13953408 14067968 15034992 15158432 15467032 15954176 16019426 17182848 17676608 18464208 19123644 19895442 20046656 21101952 22310918 22737648 23200548 23931264 24029139 24618944 25498192 26514912 26527256 27474658 27906816 30069984 30316864 30934064 32038852 33466377 34365696 35353216 36928416 38247288 39790884 40093312 41211987 42203904 44621836 45475296 46401096 47862528 48058278 49237888 50996384 53029824 53054512 54949316 56067991 60139968 60633728 61868128 64077704 66932754 70706432 73856832 76494576 79581768 80186624 82423974 84792479 89243672 90950592 92802192 96116556 96161303 98475776 101992768 106059648 106109024 109898632 112135982 120279936 121267456 123736256 128155408 133865508 147713664 152989152 159163536 164847948 168203973 169584958 178487344 181901184 185604384 192233112 192322606 203985536 212119296 212218048 219797264 224271964 240559872 247472512 254377437 256310816 267731016 288483909 295427328 305978304 318327072 329695896 336407946 339169916 356974688 363802368 371208768 384466224 384645212 407971072 424436096 439594528 448543928 494945024 508754874 512621632 535462032 576967818 593547353 611956608 636654144 659391792 672815892 678339832 713949376 742417536 768932448 769290424 848872192 879189056 897087856 1017509748 1025243264 1070924064 1153935636 1187094706 1223913216 1273308288 1318783584 1345631784 1356679664 1427898752 1484835072 1537864896 1538580848 1758378112 1780642059 1794175712 2035019496 2050486528 2141848128 2307871272 2374189412 2458981891 2546616576 2637567168 2691263568 2713359328 2855797504 3075729792 3077161696 3516756224 3561284118 3588351424 4070038992 4283696256 4615742544 4748378824 4917963782 5275134336 5382527136 5426718656 6151459584 6154323392 7122568236 7176702848 7376945673 8140077984 8567392512 9231485088 9496757648 9835927564 10550268672 10765054272 10853437312 12308646784 14245136472 14353405696 14753891346 16280155968 17212873237 18462970176 18993515296 19671855128 21530108544 21706874624 24617293568 28490272944 29507782692 32560311936 34425746474 36925940352 37987030592 39343710256 43060217088 51638619711 56980545888 59015565384 65120623872 68851492948 73851880704 75974061184 78687420512 103277239422 113961091776 118031130768 137702985896 151948122368 157374841024 206554478844 227922183552 236062261536 275405971792 314749682048 413108957688 455844367104 472124523072 550811943584 629499364096 826217915376 944249046144 1101623887168 1652435830752 1888498092288 2203247774336 3304871661504 4406495548672 6609743323008 13219486646016
• Sum of all divisors σ(n): 41991622041600
• Sum of proper divisors (its aliquot sum) s(n): 28772135395584
• 13219486646016 is an abundant number, because the sum of its proper divisors (28772135395584) is greater than itself. Its abundance is 15552648749568

Bases of 13219486646016

• Binary: 11000000010111100110110011100011111100000000₂
• Hexadecimal: 0xC05E6CE3F00
• Base-36: 4OOY515HC

Squares and roots of 13219486646016

• 13219486646016 squared (13219486646016²) is 174754827184195352888672256
• 13219486646016 cubed (13219486646016³) is 2310169104288304327002007538508912132096
• The square root of 13219486646016 is 3635861.1972978285
• The cube root of 13219486646016 is 23644.9389388103

Scales and comparisons

• 13,219,486,646,016 seconds is equal to 420,338 years, 40 weeks, 5 days, 15 hours, 53 minutes, 36 seconds.
• To count from 1 to 13,219,486,646,016 would take you about one million, fifty thousand, eight hundred forty-six 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 13219486646016 cubic inches would be around 1970.4 feet tall.

Recreational maths with 13219486646016

• 13219486646016 backwards is 61064668491231
• The number of decimal digits it has is: 14
• The sum of 13219486646016's digits is 57
• More coming soon!