138263081745536

Names of 138263081745536

• Cardinal: 138263081745536 can be written as One hundred thirty-eight trillion, two hundred sixty-three billion, eighty-one million, seven hundred forty-five thousand, five hundred thirty-six.

Scientific notation

• Scientific notation: 1.38263081745536 × 10¹⁴

Factors of 138263081745536

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 1648

Divisors of 138263081745536

• Number of divisors d(n): 512
• Complete list of divisors:
  1 2 4 8 11 16 22 29 32 44 58 64 73 88 116 128 139 146 176 232 278 292 307 319 352 464 556 584 614 638 704 803 928 1087 1112 1168 1228 1276 1408 1529 1606 1856 2117 2174 2224 2336 2456 2552 3058 3212 3377 3712 4031 4234 4348 4448 4672 4912 5104 6116 6424 6754 8062 8468 8696 8896 8903 9344 9824 10147 10208 11957 12232 12848 13508 16124 16936 17392 17792 17806 19648 20294 20416 22411 23287 23914 24464 25696 27016 31523 32248 33872 34784 35612 39296 40588 40832 42673 44341 44822 46574 47828 48928 51392 54032 63046 64496 67744 69568 71224 79351 81176 85346 88682 89644 93148 95656 97856 97933 102784 108064 111617 126092 128992 135488 139136 142448 151093 158702 162352 170692 177364 179288 186296 191312 195712 195866 216128 223234 246521 252184 257984 270976 284896 294263 302186 317404 324704 333709 341384 346753 354728 358576 372592 382624 391732 432256 446468 469403 493042 504368 515968 569792 588526 604372 634808 649408 649919 667418 682768 693506 709456 717152 745184 765248 783464 872861 892936 938806 986084 1008736 1139584 1177052 1208744 1237517 1269616 1298816 1299838 1334836 1365536 1387012 1418912 1434304 1490368 1530496 1566928 1662023 1745722 1785872 1877612 1972168 2017472 2301179 2354104 2417488 2475034 2539232 2599676 2669672 2731072 2774024 2837824 2868608 2980736 3115129 3133856 3236893 3324046 3491444 3571744 3670799 3755224 3944336 4034944 4381697 4602358 4708208 4834976 4950068 5078464 5199352 5339344 5462144 5548048 5675648 6230258 6267712 6473786 6648092 6982888 7143488 7149109 7341598 7510448 7888672 8763394 9204716 9416416 9669952 9677561 9900136 10156928 10398704 10678688 11029789 11096096 12460516 12535424 12947572 13296184 13612687 13965776 14286976 14298218 14683196 15020896 15777344 17526788 18409432 18832832 19339904 19355122 19800272 20797408 21357376 22059578 22192192 24360757 24921032 25312969 25895144 26592368 27225374 27931552 28596436 29366392 30041792 31554688 34266419 35053576 36818864 37665664 38710244 39600544 41594816 42714752 44119156 44384384 46385551 48198667 48721514 49842064 50625938 51790288 53184736 54450748 55863104 57192872 58732784 60083584 68532838 70107152 73637728 77420488 79201088 83189632 88238312 90338741 92771102 96397334 97443028 99684128 101251876 103580576 106369472 106453171 108901496 111726208 114385744 117465568 121327679 137065676 140214304 147275456 154840976 158402176 176476624 180677482 185542204 192794668 194886056 199368256 202503752 207161152 212738944 212906342 217802992 228771488 234931136 242655358 267968327 274131352 280428608 294550912 309681952 319863881 352953248 361354964 371084408 385589336 389772112 398736512 405007504 414322304 425812684 435605984 457542976 469862272 485310716 510241061 535936654 548262704 560857216 619363904 639727762 705906496 706461953 722709928 742168816 771178672 779544224 810015008 851625368 871211968 915085952 970621432 993726151 1020482122 1071873308 1096525408 1238727808 1279455524 1345180979 1411812992 1412923906 1445419856 1484337632 1542357344 1559088448 1620030016 1703250736 1742423936 1941242864 1987452302 2040964244 2143746616 2193050816 2558911048 2690361958 2825847812 2890839712 2968675264 3084714688 3118176896 3240060032 3386145223 3406501472 3518502691 3882485728 3974904604 4081928488 4287493232 4386101632 5117822096 5380723916 5651695624 5781679424 5937350528 6169429376 6772290446 6813002944 7037005382 7764971456 7771081483 7949809208 8163856976 8574986464 10235644192 10761447832 11303391248 11563358848 13544580892 13626005888 14074010764 14796990769 15529942912 15542162966 15899618416 16327713952 17149972928 20471288384 21522895664 22606782496 27089161784 28148021528 29593981538 31084325932 31799236832 32655427904 34299945856 37247597453 40942576768 43045791328 45213564992 54178323568 56296043056 59187963076 62168651864 63598473664 65310855808 74495194906 86091582656 90427129984 98198211467 108356647136 112592086112 118375926152 124337303728 127196947328 148990389812 172183165312 196396422934 216713294272 225184172224 236751852304 248674607456 297980779624 392792845868 433426588544 450368344448 473503704608 497349214912 595961559248 785585691736 947007409216 994698429824 1080180326137 1191923118496 1571171383472 1894014818432 2160360652274 2383846236992 3142342766944 4320721304548 4767692473984 6284685533888 8641442609096 12569371067776 17282885218192 34565770436384 69131540872768 138263081745536
• Sum of all divisors σ(n): 318699988992000
• Sum of proper divisors (its aliquot sum) s(n): 180436907246464
• 138263081745536 is an abundant number, because the sum of its proper divisors (180436907246464) is greater than itself. Its abundance is 42173825500928

Bases of 138263081745536

• Binary: 11111011011111111100001110111110111110010000000₂
• Hexadecimal: 0x7DBFE1DF7C80
• Base-36: 1D0D6L0VI8

Squares and roots of 138263081745536

• 138263081745536 squared (138263081745536²) is 19116679773772770268655927296
• 138263081745536 cubed (138263081745536³) is 2643131058264379183069022291869624388550656
• The square root of 138263081745536 is 11758532.2955518559
• The cube root of 138263081745536 is 51709.3101849473

Scales and comparisons

• 138,263,081,745,536 seconds is equal to 4,396,338 years, 16 weeks, 5 days, 19 hours, 58 minutes, 56 seconds.
• To count from 1 to 138,263,081,745,536 would take you about ten million, nine hundred ninety thousand, eight hundred forty-five 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 138263081745536 cubic inches would be around 4309.1 feet tall.

Recreational maths with 138263081745536

• 138263081745536 backwards is 635547180362831
• The number of decimal digits it has is: 15
• The sum of 138263081745536's digits is 62
• More coming soon!