40029486456996

Names of 40029486456996

• Cardinal: 40029486456996 can be written as Forty trillion, twenty-nine billion, four hundred eighty-six million, four hundred fifty-six thousand, nine hundred ninety-six.

Scientific notation

• Scientific notation: 4.0029486456996 × 10¹³

Factors of 40029486456996

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 174

Divisors of 40029486456996

• Number of divisors d(n): 405
• Complete list of divisors:
  1 2 3 4 6 9 12 18 19 23 36 38 46 57 69 76 92 114 127 138 171 207 228 254 276 342 361 381 414 437 508 529 684 722 762 828 874 1058 1083 1143 1311 1444 1524 1587 1748 2116 2166 2286 2413 2622 2921 3174 3249 3933 4332 4572 4761 4826 5244 5842 6348 6498 6859 7239 7866 8303 8763 9522 9652 10051 11684 12996 13718 14478 15732 16129 16606 17526 19044 20102 20577 21717 24909 26289 27436 28956 30153 32258 33212 35052 40204 41154 43434 45847 48387 49818 52578 55499 60306 61731 64516 67183 74727 82308 86868 90459 91694 96774 99636 105156 110998 120612 123462 130321 134366 137541 145161 149454 157757 166497 180918 183388 190969 193548 201549 221996 246924 260642 268732 275082 290322 298908 306451 315514 332994 361836 370967 381938 390963 403098 412623 473271 499491 521284 550164 572907 580644 604647 612902 631028 665988 741934 763876 781926 806196 825246 871093 919353 946542 998982 1054481 1112901 1145814 1172889 1209294 1225804 1276477 1419813 1483868 1563852 1650492 1718721 1742186 1838706 1893084 1997964 2108962 2225802 2291628 2345778 2418588 2552954 2613279 2758059 2839626 2997383 3163443 3338703 3437442 3484372 3628411 3677412 3829431 4217924 4451604 4691556 5105908 5226558 5516118 5679252 5822569 5994766 6326886 6677406 6874884 7048373 7256822 7658862 7839837 8532241 8992149 9490329 10453116 10885233 11032236 11488293 11645138 11989532 12653772 13354812 14096746 14513644 15317724 15679674 16550767 17064482 17467707 17984298 18980658 20035139 21145119 21770466 22976586 23290276 24253063 25596723 26976447 28193492 31359348 32655699 33101534 34128964 34935414 35968596 37961316 40070278 42290238 43540932 45953172 48506126 49652301 51193446 52403121 53952894 60105417 63435357 65311398 66203068 68939809 69870828 72759189 76790169 80140556 84580476 97012252 99304602 102386892 104806242 107905788 110628811 120210834 126870714 130622796 133919087 137879618 145518378 148956903 153580338 162112579 180316251 198609204 206819427 209612484 218277567 221257622 240421668 253741428 267838174 275759236 291036756 297913806 307160676 324225158 331886433 360632502 380667641 401757261 413638854 436555134 442515244 460808197 486337737 535676348 595827612 620458281 648450316 663772866 721265004 761335282 803514522 827277708 873110268 921616394 972675474 995659299 1142002923 1205271783 1240916562 1327545732 1382424591 1459013211 1522670564 1607029044 1843232788 1945350948 1991318598 2101947409 2284005846 2410543566 2481833124 2544462653 2764849182 2918026422 3080139001 3426008769 3982637196 4147273773 4203894818 4568011692 4821087132 5088925306 5529698364 5836052844 6160278002 6305842227 6852017538 7633387959 8294547546 8407789636 8755355743 9240417003 10177850612 12320556004 12611684454 13704035076 15266775918 16589095092 17510711486 18480834006 18917526681 22900163877 25223368908 26266067229 27721251009 30533551836 35021422972 36961668012 37835053362 45800327754 48344790407 52532134458 55442502018 58522641019 75670106724 78798201687 91600655508 96689580814 105064268916 110885004036 117045282038 145034371221 157596403374 175567923057 193379161628 234090564076 290068742442 315192806748 351135846114 435103113663 526703769171 580137484884 702271692228 870206227326 1053407538342 1111930179361 1740412454652 2106815076684 2223860358722 3335790538083 4447720717444 6671581076166 10007371614249 13343162152332 20014743228498 40029486456996
• Sum of all divisors σ(n): 112538793174171
• Sum of proper divisors (its aliquot sum) s(n): 72509306717175
• 40029486456996 is an abundant number, because the sum of its proper divisors (72509306717175) is greater than itself. Its abundance is 32479820260179

Bases of 40029486456996

• Binary: 1001000110100000010111010100100010000010100100₂
• Hexadecimal: 0x2468175220A4
• Base-36: E6TAIPEP0

Squares and roots of 40029486456996

• 40029486456996 squared (40029486456996²) is 1602359786010826176957344016
• 40029486456996 cubed (40029486456996³) is 64141639353355375066751044450454161935936
• 40029486456996 is a perfect square number. Its square root is 6326886
• The cube root of 40029486456996 is 34207.9203914977

Scales and comparisons

• 40,029,486,456,996 seconds is equal to 1,272,813 years, 44 weeks, 1 day, 9 hours, 36 minutes, 36 seconds.
• To count from 1 to 40,029,486,456,996 would take you about three million, one hundred eighty-two thousand and thirty-four 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 40029486456996 cubic inches would be around 2850.7 feet tall.

Recreational maths with 40029486456996

• 40029486456996 backwards is 69965468492004
• The number of decimal digits it has is: 14
• The sum of 40029486456996's digits is 72
• More coming soon!