1014334303125

Names of 1014334303125

• Cardinal: 1014334303125 can be written as One trillion, fourteen billion, three hundred thirty-four million, three hundred three thousand, one hundred twenty-five.

Scientific notation

• Scientific notation: 1.014334303125 × 10¹²

Factors of 1014334303125

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 69

Divisors of 1014334303125

• Number of divisors d(n): 384
• Complete list of divisors:
  1 3 5 11 13 15 25 33 37 39 55 65 75 111 121 125 143 165 169 185 195 275 325 363 375 407 429 481 507 555 605 625 715 825 845 925 975 1221 1331 1375 1443 1573 1625 1815 1859 1875 2035 2145 2197 2405 2535 2775 3025 3125 3575 3993 4125 4225 4477 4625 4719 4875 5291 5577 6105 6253 6591 6655 6875 7215 7865 8125 9075 9295 9375 10175 10725 10985 12025 12675 13431 13875 15125 15873 17303 17875 18759 19965 20449 20625 21125 22385 23125 23595 24167 24375 26455 27885 30525 31265 32955 33275 34375 36075 39325 40625 45375 46475 49247 50875 51909 53625 54925 58201 60125 61347 63375 67155 68783 69375 72501 75625 79365 81289 86515 89375 93795 99825 102245 103125 105625 111925 115625 117975 120835 121875 132275 139425 147741 152625 156325 164775 166375 174603 180375 196625 206349 224939 226875 232375 243867 246235 254375 259545 265837 268125 274625 291005 300625 306735 316875 335775 343915 346875 362505 378125 396825 406445 432575 446875 468975 499125 511225 528125 559625 589875 604175 640211 661375 674817 697125 738705 756613 763125 781625 797511 823875 831875 873015 894179 901875 983125 1031745 1124695 1134375 1161875 1219335 1231175 1271875 1297725 1329185 1340625 1373125 1455025 1503125 1533675 1584375 1678875 1719575 1812525 1920633 1984125 2032225 2162875 2269839 2344875 2495625 2556125 2682537 2798125 2924207 2949375 3020875 3201055 3306875 3374085 3485625 3693525 3783065 3815625 3908125 3987555 4119375 4159375 4365075 4470895 4509375 4915625 5158725 5623475 5809375 6096675 6155875 6488625 6645925 6865625 7275125 7668375 8322743 8394375 8597875 8772621 9062625 9603165 9835969 9920625 10161125 10814375 11349195 11724375 12478125 12780625 13412685 13990625 14621035 14746875 15104375 16005275 16534375 16870425 17428125 18467625 18915325 19540625 19937775 20596875 21825375 22354475 24968229 25793625 28117375 29507907 30483375 30779375 32443125 33229625 36375625 38341875 41613715 41971875 42989375 43863105 45313125 48015825 49179845 49603125 50805625 54071875 56745975 58621875 63903125 67063425 73105175 75521875 80026375 84352125 92338125 94576625 99688875 108195659 109126875 111772375 124841145 128968125 140586875 147539535 152416875 153896875 162215625 166148125 181878125 191709375 208068575 214946875 219315525 226565625 240079125 245899225 254028125 283729875 324586977 335317125 365525875 400131875 421760625 461690625 472883125 498444375 540978295 545634375 558861875 624205725 644840625 702934375 737697675 762084375 830740625 1040342875 1096577625 1200395625 1229496125 1418649375 1622934885 1676585625 1827629375 2000659375 2108803125 2364415625 2492221875 2704891475 2794309375 3121028625 3688488375 5201714375 5482888125 6001978125 6147480625 7093246875 8114674425 8382928125 9138146875 13524457375 15605143125 18442441875 26008571875 27414440625 30737403125 40573372125 67622286875 78025715625 92212209375 202866860625 338111434375 1014334303125
• Sum of all divisors σ(n): 2068682595840
• Sum of proper divisors (its aliquot sum) s(n): 1054348292715
• 1014334303125 is an abundant number, because the sum of its proper divisors (1054348292715) is greater than itself. Its abundance is 40013989590

Bases of 1014334303125

• Binary: 1110110000101011000010010010101110010101₂
• Hexadecimal: 0xEC2B092B95
• Base-36: CXZ8GDCL

Squares and roots of 1014334303125

• 1014334303125 squared (1014334303125²) is 1028874078496079384765625
• 1014334303125 cubed (1014334303125³) is 1043622271414697230790918975830078125
• The square root of 1014334303125 is 1007141.6499802795
• The cube root of 1014334303125 is 10047.5545088151

Scales and comparisons

• 1,014,334,303,125 seconds is equal to 32,252 years, 36 weeks, 8 hours, 38 minutes, 45 seconds.
• To count from 1 to 1,014,334,303,125 would take you about eighty thousand, six hundred thirty-one 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 1014334303125 cubic inches would be around 837.3 feet tall.

Recreational maths with 1014334303125

• 1014334303125 backwards is 5213034334101
• The number of decimal digits it has is: 13
• The sum of 1014334303125's digits is 30
• More coming soon!