13999029511392

Names of 13999029511392

• Cardinal: 13999029511392 can be written as Thirteen trillion, nine hundred ninety-nine billion, twenty-nine million, five hundred eleven thousand, three hundred ninety-two.

Scientific notation

• Scientific notation: 1.3999029511392 × 10¹³

Factors of 13999029511392

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 3441

Divisors of 13999029511392

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 6 8 9 12 16 18 24 27 32 36 48 54 61 67 72 81 96 108 122 134 139 144 162 183 201 216 243 244 268 278 288 324 366 402 417 432 486 488 536 549 556 603 648 732 804 834 864 972 976 1072 1098 1112 1206 1251 1296 1464 1608 1647 1668 1809 1944 1952 2144 2196 2224 2412 2502 2592 2928 3169 3216 3294 3336 3618 3753 3888 4087 4392 4448 4824 4941 5004 5427 5856 6338 6432 6588 6672 7236 7506 7776 8174 8479 8784 9313 9507 9648 9882 10008 10854 11259 12261 12676 13176 13344 14472 14823 15012 16281 16348 16958 17568 18626 19014 19296 19764 20016 21708 22518 24522 25352 25437 26352 27939 28521 28944 29646 30024 32562 32696 33777 33916 36783 37252 38028 39528 40032 43416 45036 49044 50704 50874 52704 55878 57042 57888 59292 60048 65124 65392 67554 67832 73566 74504 76056 76311 79056 83817 85563 86832 90072 98088 101408 101748 110349 111756 114084 118584 120096 130248 130784 135108 135664 147132 149008 152112 152622 158112 167634 171126 173664 180144 193309 196176 203496 212323 220698 223512 228168 228933 237168 251451 256689 260496 270216 271328 294264 298016 304224 305244 331047 335268 342252 360288 386618 392352 406992 424646 440491 441396 447024 456336 457866 474336 502902 513378 520992 540432 568093 579927 588528 610488 636969 662094 670536 684504 686799 754353 770067 773236 813984 849292 880982 882792 894048 912672 915732 993141 1005804 1026756 1080864 1136186 1159854 1177056 1220976 1273938 1321473 1324188 1341072 1369008 1373598 1508706 1540134 1546472 1698584 1704279 1739781 1761964 1765584 1831464 1910907 1986282 2011608 2053512 2060397 2263059 2272372 2319708 2441952 2547876 2642946 2648376 2682144 2738016 2747196 3017412 3080268 3092944 3397168 3408558 3479562 3523928 3531168 3662928 3821814 3964419 3972564 4023216 4107024 4120794 4526118 4544744 4639416 5095752 5112837 5219343 5285892 5296752 5494392 5732721 6034824 6160536 6185888 6794336 6817116 6959124 7047856 7325856 7643628 7928838 7945128 8046432 8214048 8241588 9052236 9089488 9278832 10191504 10225674 10438686 10571784 10593504 10988784 11465442 11893257 12069648 12321072 12951703 13634232 13918248 14095712 15287256 15338511 15658029 15857676 15890256 16483176 17198163 18104472 18178976 18557664 20383008 20451348 20877372 21143568 21977568 22930884 23786514 24139296 24642144 25903406 26869951 27268464 27836496 29512897 30574512 30677022 31316058 31715352 31780512 32966352 34396326 35679771 36208944 38855109 40902696 41754744 42287136 45861768 46015533 46974087 47573028 51594489 51806812 53739902 54536928 55672992 59025794 61149024 61354044 62632116 63430704 65932704 68792652 71359542 72417888 77710218 80609853 81805392 83509488 88538691 91723536 92031066 93948174 95146056 103188978 103613624 107039313 107479804 116565327 118051588 122708088 125264232 126861408 137585304 138046599 142719084 155420436 161219706 163610784 167018976 177077382 183447072 184062132 187896348 190292112 206377956 207227248 214078626 214959608 233130654 236103176 241829559 245416176 250528464 265616073 275170608 276093198 285438168 310840872 322439412 349695981 354154764 368124264 375792696 380584224 412755912 414454496 428157252 429919216 466261308 472206352 483659118 490832352 501056928 531232146 550341216 552186396 570876336 621681744 644878824 699391962 708309528 725488677 736248528 751585392 796848219 825511824 856314504 859838432 932522616 944412704 967318236 1049087943 1062464292 1104372792 1141752672 1243363488 1289757648 1398783924 1416619056 1450977354 1472497056 1503170784 1593696438 1651023648 1712629008 1800286717 1865045232 1934636472 2098175886 2124928584 2176466031 2208745584 2390544657 2579515296 2797567848 2833238112 2901954708 3147263829 3187392876 3425258016 3600573434 3730090464 3869272944 4196351772 4249857168 4352932062 4417491168 4781089314 5400860151 5595135696 5803909416 6294527658 6374785752 6529398093 7171633971 7201146868 7738545888 8392703544 8499714336 8705864124 9562178628 10801720302 11190271392 11607818832 12589055316 12749571504 13058796186 14343267942 14402293736 16202580453 16785407088 17411728248 19124357256 21603440604 23215637664 25178110632 25499143008 26117592372 28686535884 28804587472 32405160906 33570814176 34823456496 38248714512 43206881208 48607741359 50356221264 52235184744 57373071768 57609174944 64810321812 69646912992 76497429024 86413762416 97215482718 100712442528 104470369488 114746143536 129620643624 145823224077 172827524832 194430965436 208940738976 229492287072 259241287248 291646448154 388861930872 437469672231 518482574496 583292896308 777723861744 874939344462 1166585792616 1555447723488 1749878688924 2333171585232 3499757377848 4666343170464 6999514755696 13999029511392
• Sum of all divisors σ(n): 42907166265600
• Sum of proper divisors (its aliquot sum) s(n): 28908136754208
• 13999029511392 is an abundant number, because the sum of its proper divisors (28908136754208) is greater than itself. Its abundance is 14909107242816

Bases of 13999029511392

• Binary: 11001011101101100111001011100110010011100000₂
• Hexadecimal: 0xCBB672E64E0
• Base-36: 4YN2CQ600

Squares and roots of 13999029511392

• 13999029511392 squared (13999029511392²) is 195972827260824138257777664
• 13999029511392 cubed (13999029511392³) is 2743429392255203753938016705809691148288
• The square root of 13999029511392 is 3741527.6975310499
• The cube root of 13999029511392 is 24100.8657204045

Scales and comparisons

• 13,999,029,511,392 seconds is equal to 445,125 years, 43 weeks, 3 days, 12 hours, 43 minutes, 12 seconds.
• To count from 1 to 13,999,029,511,392 would take you about one million, one hundred twelve thousand, eight hundred fourteen 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 13999029511392 cubic inches would be around 2008.4 feet tall.

Recreational maths with 13999029511392

• 13999029511392 backwards is 29311592099931
• The number of decimal digits it has is: 14
• The sum of 13999029511392's digits is 63
• More coming soon!