10589905801472

Names of 10589905801472

• Cardinal: 10589905801472 can be written as Ten trillion, five hundred eighty-nine billion, nine hundred five million, eight hundred one thousand, four hundred seventy-two.

Scientific notation

• Scientific notation: 1.0589905801472 × 10¹³

Factors of 10589905801472

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 431

Divisors of 10589905801472

• Number of divisors d(n): 432
• Complete list of divisors:
  1 2 4 8 16 29 32 43 53 58 64 86 106 113 116 128 172 191 212 226 232 256 344 382 424 452 464 688 764 841 848 904 928 1247 1376 1528 1537 1682 1696 1808 1856 2279 2494 2752 3056 3074 3277 3364 3392 3616 3712 4558 4859 4988 5504 5539 5989 6112 6148 6554 6728 6784 7232 7424 8213 9116 9718 9976 10123 11008 11078 11978 12224 12296 13108 13456 13568 14464 16426 18232 19436 19952 20246 21583 22156 23956 24448 24592 26216 26912 28928 32852 36163 36464 38872 39904 40492 43166 44312 44573 47912 48896 49184 52432 53824 65704 66091 72326 72928 77744 79808 80984 86332 88624 89146 95033 95824 98368 104864 107648 131408 132182 140911 144652 145856 155488 159616 160631 161968 172664 173681 177248 178292 190066 191648 196736 209728 215296 238177 257527 262816 264364 281822 289304 291712 293567 310976 319232 321262 323936 345328 347362 354496 356584 380132 383296 393472 419456 435289 476354 515054 525632 528728 563644 578608 583424 587134 621952 625907 642524 647872 690656 694724 708992 713168 760264 766592 838912 870578 928069 952708 1030108 1051264 1057456 1127288 1143899 1157216 1174268 1243904 1251814 1285048 1295744 1381312 1389448 1417984 1426336 1520528 1533184 1741156 1856138 1905416 1916639 2060216 2102528 2114912 2254576 2287798 2314432 2348536 2503628 2570096 2591488 2762624 2778896 2852672 3041056 3482312 3712276 3810832 3833278 4086419 4120432 4229824 4509152 4575596 4628864 4697072 5007256 5036749 5140192 5525248 5557792 5705344 6082112 6907133 6964624 7424552 7468283 7621664 7666556 8172838 8240864 8459648 8513443 9018304 9151192 9257728 9394144 10014512 10073498 10280384 11115584 11410688 12164224 12623381 13814266 13929248 14849104 14936566 15243328 15333112 16345676 16481728 16919296 17026886 18036608 18151303 18302384 18788288 20029024 20146996 20560768 22231168 24328448 25246762 26914001 27628532 27858496 29698208 29873132 30486656 30666224 32691352 32963456 33173071 34053772 36073216 36302606 36604768 37576576 40058048 40293992 41121536 44462336 49187657 50493524 53828002 55257064 55716992 59396416 59746264 60973312 61332448 65382704 65926912 66346142 68107544 72605212 73209536 75153152 80116096 80587984 98375314 100987048 107656004 110514128 111433984 118792832 119492528 122664896 130765408 132692284 136215088 145210424 146419072 160232192 161175968 196750628 201974096 215312008 216580207 221028256 237585664 238985056 245329792 261530816 265384568 272430176 290420848 292838144 322351936 366078049 393501256 403948192 430624016 433160414 442056512 477970112 490659584 523061632 530769136 544860352 580841696 644703872 732156098 780506029 787002512 807896384 861248032 866320828 884113024 955940224 962019059 1046123264 1061538272 1089720704 1161683392 1289407744 1426442053 1464312196 1561012058 1574005024 1615792768 1722496064 1732641656 1768226048 1911880448 1924038118 2123076544 2179441408 2323366784 2852884106 2928624392 3122024116 3148010048 3231585536 3444992128 3465283312 3848076236 4246153088 4646733568 5705768212 5857248784 6244048232 6296020096 6889984256 6930566624 7696152472 8492306176 11411536424 11714497568 12488096464 12592040192 13861133248 15392304944 22823072848 23428995136 24976192928 27722266496 30784609888 41366819537 45646145696 46857990272 49952385856 55444532992 61569219776 82733639074 91292291392 93715980544 99904771712 123138439552 165467278148 182584582784 199809543424 246276879104 330934556296 365169165568 661869112592 1323738225184 2647476450368 5294952900736 10589905801472
• Sum of all divisors σ(n): 23146832636928
• Sum of proper divisors (its aliquot sum) s(n): 12556926835456
• 10589905801472 is an abundant number, because the sum of its proper divisors (12556926835456) is greater than itself. Its abundance is 1967021033984

Bases of 10589905801472

• Binary: 10011010000110100111100100101101000100000000₂
• Hexadecimal: 0x9A1A792D100
• Base-36: 3R4XOHO8W

Squares and roots of 10589905801472

• 10589905801472 squared (10589905801472²) is 112146104884050322677366784
• 10589905801472 cubed (10589905801472³) is 1187616686724091906002240109590031106048
• The square root of 10589905801472 is 3254213.5457698531
• The cube root of 10589905801472 is 21959.9172372111

Scales and comparisons

• 10,589,905,801,472 seconds is equal to 336,726 years, 12 weeks, 6 days, 4 hours, 24 minutes, 32 seconds.
• To count from 1 to 10,589,905,801,472 would take you about eight hundred forty-one thousand, eight hundred fifteen 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 10589905801472 cubic inches would be around 1830 feet tall.

Recreational maths with 10589905801472

• 10589905801472 backwards is 27410850998501
• The number of decimal digits it has is: 14
• The sum of 10589905801472's digits is 59
• More coming soon!