1138642044736

Names of 1138642044736

• Cardinal: 1138642044736 can be written as One trillion, one hundred thirty-eight billion, six hundred forty-two million, forty-four thousand, seven hundred thirty-six.

Scientific notation

• Scientific notation: 1.138642044736 × 10¹²

Factors of 1138642044736

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 1272

Divisors of 1138642044736

• Number of divisors d(n): 448
• Complete list of divisors:
  1 2 4 7 8 14 16 17 28 29 32 34 43 56 58 64 68 86 112 113 116 119 136 172 203 224 226 232 238 272 301 344 406 448 452 464 476 493 544 602 688 731 791 812 904 928 952 986 1061 1088 1204 1247 1376 1462 1582 1624 1808 1856 1904 1921 1972 2122 2408 2494 2752 2924 3164 3248 3277 3451 3616 3808 3842 3944 4244 4816 4859 4988 5117 5848 6328 6496 6554 6902 7232 7427 7616 7684 7888 8488 8729 9632 9718 9976 10234 11696 12656 12992 13108 13447 13804 14854 15368 15776 16976 17458 18037 19264 19436 19952 20468 21199 22939 23392 25312 26216 26894 27608 29708 30736 30769 31552 33952 34013 34916 36074 38872 39904 40936 42398 45623 45878 46784 50624 52432 53788 55216 55709 59416 61472 61538 67904 68026 69832 72148 77744 79808 81872 82603 84796 91246 91756 104864 107576 110432 111418 118832 119893 122944 123076 126259 136052 139664 140911 144296 148393 155488 163744 165206 169592 182492 183512 209728 215152 215383 220864 222836 237664 239786 246152 252518 272104 279328 281822 288592 296786 310976 319361 327488 330412 339184 364984 367024 389963 430304 430766 445672 475328 479572 492304 505036 523073 544208 558656 563644 577184 578221 593572 638722 660824 678368 729968 734048 775591 779926 839251 860608 861532 891344 959144 984608 986377 1010072 1046146 1088416 1127288 1154368 1156442 1187144 1277444 1321648 1323067 1356736 1459936 1468096 1551182 1559852 1678502 1723064 1782688 1918288 1969216 1972754 2020144 2038181 2092292 2176832 2254576 2312884 2374288 2395487 2554888 2643296 2646134 2919872 3102364 3119704 3357004 3446128 3476897 3565376 3661511 3836576 3945508 4040288 4076362 4184584 4509152 4625768 4748576 4790974 5109776 5155399 5286592 5292268 5429137 6204728 6239408 6714008 6892256 6953794 7323022 7673152 7891016 8080576 8152724 8369168 9018304 9251536 9261469 9497152 9581948 10219552 10310798 10584536 10858274 12409456 12478816 13428016 13784512 13907588 14267267 14646044 15782032 16305448 16738336 16768409 18503072 18522938 19163896 20439104 20621596 21169072 21716548 22492139 24338279 24818912 24957632 26856032 27815176 28534534 29292088 31564064 32610896 33476672 33536818 36087793 37006144 37045876 38327792 41243192 42338144 43433096 44984278 48676558 49637824 53712064 55630352 57069068 58584176 59107249 63128128 65221792 67073636 72175586 74091752 76655584 82486384 84676288 86866192 87641783 89968556 97353116 111260704 114138136 117168352 118214498 130443584 134147272 144351172 148183504 149506571 153311168 157444973 164972768 173732384 175283566 179937112 194706232 222521408 228276272 234336704 236428996 268294544 288702344 296367008 299013142 314889946 329945536 347464768 350567132 359874224 389412464 413750743 456552544 472857992 536589088 577404688 592734016 598026284 613492481 629779892 701134264 719748448 778824928 827501486 913105088 945715984 1046545997 1073178176 1154809376 1196052568 1226984962 1259559784 1402268528 1439496896 1557649856 1655002972 1891431968 2093091994 2309618752 2392105136 2453969924 2519119568 2541611707 2804537056 3310005944 3782863936 4186183988 4784210272 4907939848 5038239136 5083223414 5609074112 6620011888 8372367976 9568420544 9815879696 10076478272 10166446828 13240023776 16744735952 17791281949 19631759392 20332893656 26480047552 33489471904 35582563898 39263518784 40665787312 66978943808 71165127796 81331574624 142330255592 162663149248 284660511184 569321022368 1138642044736
• Sum of all divisors σ(n): 2922600890880
• Sum of proper divisors (its aliquot sum) s(n): 1783958846144
• 1138642044736 is an abundant number, because the sum of its proper divisors (1783958846144) is greater than itself. Its abundance is 645316801408

Bases of 1138642044736

• Binary: 10000100100011100010110101100011101000000₂
• Hexadecimal: 0x1091C5AC740
• Base-36: EJ322ON4

Squares and roots of 1138642044736

• 1138642044736 squared (1138642044736²) is 1296505706040579025309696
• 1138642044736 cubed (1138642044736³) is 1476255908137936247968026149086560256
• The square root of 1138642044736 is 1067071.7148983005
• The cube root of 1138642044736 is 10442.2897262409

Scales and comparisons

• 1,138,642,044,736 seconds is equal to 36,205 years, 15 weeks, 2 days, 8 hours, 52 minutes, 16 seconds.
• To count from 1 to 1,138,642,044,736 would take you about ninety thousand, five hundred thirteen 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 1138642044736 cubic inches would be around 870.2 feet tall.

Recreational maths with 1138642044736

• 1138642044736 backwards is 6374402468311
• The number of decimal digits it has is: 13
• The sum of 1138642044736's digits is 49
• More coming soon!