13713679216022272

Names of 13713679216022272

• Cardinal: 13713679216022272 can be written as Thirteen quadrillion, seven hundred thirteen trillion, six hundred seventy-nine billion, two hundred sixteen million, twenty-two thousand, two hundred seventy-two.

Scientific notation

• Scientific notation: 1.3713679216022272 × 10¹⁶

Factors of 13713679216022272

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 15
• Sum of prime factors: 416

Divisors of 13713679216022272

• Number of divisors d(n): 486
• Complete list of divisors:
  1 2 4 8 16 32 41 64 67 82 113 128 134 164 193 226 256 268 328 386 452 536 656 772 904 1072 1312 1544 1681 1808 2144 2624 2747 3088 3362 3616 4288 4633 5248 5494 6176 6724 7232 7571 7913 8576 9266 10496 10988 12352 12769 12931 13448 14464 15142 15826 17152 18532 21809 21976 24704 25538 25862 26896 28928 30284 31652 37064 37249 43618 43952 49408 51076 51724 53792 60568 63304 74128 74498 87236 87904 102152 103448 107584 112627 121136 126608 148256 148996 174472 175808 189953 204304 206896 215168 225254 242272 253216 296512 297992 310411 324433 348944 351616 379906 408608 413792 430336 450508 484544 506432 523529 530171 593024 595984 620822 648866 697888 703232 759812 817216 827584 855523 894169 901016 969088 1012864 1047058 1060342 1186048 1191968 1241644 1297732 1395776 1461203 1519624 1527209 1634432 1655168 1711046 1788338 1802032 1938176 2025728 2094116 2120684 2383936 2464417 2483288 2495683 2595464 2791552 2922406 3039248 3054418 3268864 3310336 3422092 3576676 3604064 4188232 4209137 4241368 4767872 4928834 4966576 4991366 5190928 5583104 5844812 6078496 6108836 6844184 7153352 7208128 8376464 8418274 8482736 9535744 9857668 9933152 9982732 10381856 11689624 12156992 12217672 12726851 13688368 14306704 14416256 16752928 16836548 16965472 19715336 19866304 19965464 20763712 21464689 21737011 23379248 24313984 24435344 25453702 27376736 28613408 28832512 33505856 33673096 33930944 35076443 36660929 39430672 39732608 39930928 41527424 42929378 43474022 46758496 48627968 48870688 50907404 54753472 57226816 59909323 62615569 67011712 67346192 67861888 70152886 73321858 78861344 79465216 79861856 83054848 85858756 86948044 93516992 97741376 101041097 101814808 102323003 109506944 114453632 119818646 125231138 134023424 134692384 135723776 140305772 146643716 157722688 159723712 165115939 171717512 172574617 173896088 187033984 195482752 202082194 203629616 204646006 219013888 228907264 239637292 250462276 269384768 280611544 282012179 293287432 315445376 319447424 330231878 343435024 345149234 347792176 374067968 390965504 404164388 407259232 409292012 475632481 479274584 500924552 538769536 561223088 564024358 586574864 630890752 638894848 660463756 686870048 690298468 695584352 808328776 814518464 818584024 951264962 958549168 1001849104 1077539072 1122446176 1128048716 1173149728 1320927512 1373740096 1380596936 1391168704 1438134163 1616657552 1629036928 1637168048 1902529924 1917098336 2003698208 2244892352 2256097432 2346299456 2456282243 2641855024 2747480192 2761193872 2782337408 2876268326 3233315104 3258073856 3274336096 3805059848 3834196672 4007396416 4142684977 4195243123 4489784704 4512194864 4692598912 4912564486 5283710048 5494960384 5522387744 5564674816 5752536652 6466630208 6548672192 6769753499 7075559297 7610119696 7668393344 8014792832 8285369954 8390486246 8979569408 9024389728 9385197824 9825128972 10567420096 11044775488 11505073304 11562499339 12933260416 13097344384 13539506998 14151118594 15220239392 15336786688 16029585664 16570739908 16780972492 18048779456 19500931721 19650257944 21134840192 22089550976 23010146608 23124998678 25866520832 26194688768 27079013996 28302237188 30440478784 31867376227 33141479816 33561944984 36097558912 39001863442 39300515888 42269680384 44179101952 46020293216 46249997356 54158027992 56604474376 60880957568 63734752454 66282959632 67123889968 72195117824 78003726884 78601031776 92040586432 92499994712 108316055984 113208948752 121761915136 127469504908 132565919264 134247779936 156007453768 157202063552 184081172864 184999989424 216632111968 226417897504 254939009816 265131838528 268495559872 277559893459 312014907536 314404127104 368162345728 369999978848 433264223936 452835795008 474062472899 509878019632 530263677056 536991119744 555119786918 624029815072 628808254208 739999957696 799538200561 866528447872 905671590016 948124945798 1019756039264 1060527354112 1073982239488 1110239573836 1248059630144 1306562425307 1479999915392 1599076401122 1733056895744 1811343180032 1896249891596 2039512078528 2220479147672 2496119260288 2613124850614 2959999830784 3198152802244 3792499783192 4079024157056 4440958295344 4992238520576 5226249701228 6396305604488 7584999566384 8158048314112 8881916590688 10452499402456 12792611208976 15169999132768 17763833181376 20904998804912 25585222417952 30339998265536 35527666362752 41809997609824 51170444835904 53569059437587 60679996531072 71055332725504 83619995219648 102340889671808 107138118875174 121359993062144 167239990439296 204681779343616 214276237750348 334479980878592 428552475500696 857104951001392 1714209902002784 3428419804005568 6856839608011136 13713679216022272
• Sum of all divisors σ(n): 28880368810077876
• Sum of proper divisors (its aliquot sum) s(n): 15166689594055604
• 13713679216022272 is an abundant number, because the sum of its proper divisors (15166689594055604) is greater than itself. Its abundance is 1453010378033332

Bases of 13713679216022272

• Binary: 110000101110001000010011000010001111000001001100000000₂
• Hexadecimal: 0x30B884C23C1300
• Base-36: 3R13D9CIJGG

Squares and roots of 13713679216022272

• 13713679216022272 squared (13713679216022272²) is 188064997639961236782998000041984
• 13713679216022272 cubed (13713679216022272³) is 2579063049396414047544091592010954039661479067648
• The square root of 13713679216022272 is 117105419.2427586675
• The cube root of 13713679216022272 is 239359.8636612887

Scales and comparisons

• 13,713,679,216,022,272 seconds is equal to 436,052,579 years, 45 weeks, 3 days, 7 hours, 57 minutes, 52 seconds.
• To count from 1 to 13,713,679,216,022,272 would take you about one billion, three hundred eight million, one hundred fifty-seven thousand, seven hundred thirty-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 13713679216022272 cubic inches would be around 19946.7 feet tall.

Recreational maths with 13713679216022272

• 13713679216022272 backwards is 27222061297631731
• The number of decimal digits it has is: 17
• The sum of 13713679216022272's digits is 61
• More coming soon!