385231732637696

Names of 385231732637696

• Cardinal: 385231732637696 can be written as Three hundred eighty-five trillion, two hundred thirty-one billion, seven hundred thirty-two million, six hundred thirty-seven thousand, six hundred ninety-six.

Scientific notation

• Scientific notation: 3.85231732637696 × 10¹⁴

Factors of 385231732637696

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 20
• Sum of prime factors: 1422

Divisors of 385231732637696

• Number of divisors d(n): 384
• Complete list of divisors:
  1 2 4 7 8 14 16 28 32 56 61 64 112 122 128 224 244 256 427 448 488 512 601 751 854 896 976 1024 1202 1502 1708 1792 1952 2048 2404 3004 3416 3584 3721 3904 4096 4207 4808 5257 6008 6832 7168 7442 7808 8192 8414 9616 10514 12016 13664 14336 14884 15616 16384 16828 19232 21028 24032 26047 27328 28672 29768 31232 32768 33656 36661 38464 42056 45811 48064 52094 54656 57344 59536 62464 67312 73322 76928 84112 91622 96128 104188 109312 114688 119072 124928 134624 146644 153856 168224 183244 192256 208376 218624 229376 238144 249856 256627 269248 293288 307712 320677 336448 366488 384512 416752 437248 451351 476288 499712 513254 538496 586576 615424 641354 672896 732976 769024 833504 874496 902702 952576 999424 1026508 1076992 1173152 1230848 1282708 1345792 1465952 1538048 1667008 1748992 1805404 1905152 1998848 2053016 2153984 2236321 2346304 2461696 2565416 2691584 2794471 2931904 3076096 3159457 3334016 3497984 3610808 3810304 4106032 4307968 4472642 4692608 4923392 5130832 5383168 5588942 5863808 6152192 6318914 6668032 6995968 7221616 7620608 8212064 8615936 8945284 9385216 9846784 10261664 10766336 11177884 11727616 12304384 12637828 13336064 13991936 14443232 15241216 15654247 16424128 17231872 17890568 18770432 19561297 19693568 20523328 21532672 22355768 23455232 24608768 25275656 26672128 27532411 28886464 30482432 31308494 32848256 34463744 35781136 37540864 39122594 41046656 43065344 44711536 46910464 50551312 53344256 55064822 57772928 60964864 62616988 65696512 68927488 71562272 75081728 78245188 82093312 86130688 89423072 93820928 101102624 106688512 110129644 115545856 121929728 125233976 131393024 137854976 143124544 150163456 156490376 164186624 172261376 178846144 187641856 192726877 202205248 213377024 220259288 231091712 250467952 262786048 286249088 300326912 312980752 328373248 357692288 375283712 385453754 404410496 426754048 440518576 462183424 500935904 525572096 572498176 600653824 625961504 656746496 715384576 750567424 770907508 808820992 853508096 881037152 924366848 1001871808 1051144192 1144996352 1201307648 1251923008 1313492992 1430769152 1501134848 1541815016 1617641984 1679477071 1762074304 1848733696 2003743616 2102288384 2289992704 2503846016 2626985984 2861538304 3083630032 3235283968 3358954142 3524148608 3697467392 4007487232 4204576768 4579985408 5007692032 5253971968 5723076608 6167260064 6470567936 6717908284 7048297216 7394934784 8014974464 8409153536 9159970816 10015384064 10507943936 11446153216 11756339497 12334520128 12941135872 13435816568 14096594432 14789869568 16029948928 18319941632 20030768128 22892306432 23512678994 24669040256 25882271744 26871633136 28193188864 32059897856 36639883264 40061536256 45784612864 47025357988 49338080512 51764543488 53743266272 56386377728 64119795712 73279766528 80123072512 91569225728 94050715976 98676161024 103529086976 107486532544 112772755456 128239591424 160246145024 188101431952 197352322048 214973065088 225545510912 256479182848 320492290048 376202863904 394704644096 429946130176 451091021824 512958365696 640984580096 752405727808 789409288192 859892260352 902182043648 1504811455616 1578818576384 1719784520704 3009622911232 3157637152768 3439569041408 6019245822464 6315274305536 6879138082816 12038491644928 13758276165632 24076983289856 27516552331264 48153966579712 55033104662528 96307933159424 192615866318848 385231732637696
• Sum of all divisors σ(n): 897871039752960
• Sum of proper divisors (its aliquot sum) s(n): 512639307115264
• 385231732637696 is an abundant number, because the sum of its proper divisors (512639307115264) is greater than itself. Its abundance is 127407574477568

Bases of 385231732637696

• Binary: 1010111100101110111000000100101001000000000000000₂
• Hexadecimal: 0x15E5DC0948000
• Base-36: 3SJX0J8268

Squares and roots of 385231732637696

• 385231732637696 squared (385231732637696²) is 148403487831041293545600188416
• 385231732637696 cubed (385231732637696³) is 57169732746629271451995690291877074264129536
• The square root of 385231732637696 is 19627321.0764407683
• The cube root of 385231732637696 is 72762.4562784939

Scales and comparisons

• 385,231,732,637,696 seconds is equal to 12,249,177 years, 25 weeks, 6 days, 5 hours, 34 minutes, 56 seconds.
• To count from 1 to 385,231,732,637,696 would take you about thirty million, six hundred twenty-two thousand, nine hundred forty-three 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 385231732637696 cubic inches would be around 6063.5 feet tall.

Recreational maths with 385231732637696

• 385231732637696 backwards is 696736237132583
• The number of decimal digits it has is: 15
• The sum of 385231732637696's digits is 71
• More coming soon!