20952837133740

Names of 20952837133740

• Cardinal: 20952837133740 can be written as Twenty trillion, nine hundred fifty-two billion, eight hundred thirty-seven million, one hundred thirty-three thousand, seven hundred forty.

Scientific notation

• Scientific notation: 2.095283713374 × 10¹³

Factors of 20952837133740

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 2557

Divisors of 20952837133740

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 5 6 9 10 12 15 18 20 30 36 41 43 45 60 61 82 86 90 122 123 129 164 172 180 183 205 215 244 246 258 305 366 369 387 410 430 492 516 549 601 610 615 645 732 738 774 820 860 915 1098 1202 1220 1230 1290 1476 1548 1763 1801 1803 1830 1845 1935 2196 2404 2460 2501 2580 2623 2745 3005 3526 3602 3606 3660 3690 3870 5002 5246 5289 5403 5409 5490 6010 7052 7204 7212 7380 7503 7740 7869 8815 9005 9015 10004 10492 10578 10806 10818 10980 12020 12505 13115 15006 15738 15867 16209 17630 18010 18030 21156 21612 21636 22509 23607 24641 25010 25843 26230 26445 27015 27045 30012 31476 31734 32418 35260 36020 36060 36661 37515 39345 45018 47214 49282 50020 51686 52460 52890 54030 54090 63468 64836 73322 73841 73923 75030 77443 77529 78690 79335 81045 90036 94428 98564 103372 105780 107543 108060 108180 109861 109983 112545 118035 123205 129215 146644 147682 147846 150060 154886 155058 157380 158670 162090 183305 215086 219722 219966 221523 221769 225090 232329 232587 236070 246410 258430 295364 295692 309772 310116 317340 322629 324180 329583 329949 366610 369205 369615 387215 387645 430172 439444 439932 443046 443538 450180 464658 465174 472140 492820 516860 537715 549305 549915 645258 659166 659898 664569 696987 733220 738410 739230 774430 775290 886092 887076 929316 930348 967887 988749 1059563 1075430 1082401 1098610 1099830 1107615 1108845 1161645 1162935 1290516 1318332 1319796 1329138 1393974 1476820 1478460 1503101 1548860 1550580 1576423 1613145 1647915 1649745 1935774 1977498 2119126 2150860 2164802 2197220 2199660 2215230 2217690 2323290 2325870 2658276 2787948 3006202 3152846 3175163 3178689 3226290 3247203 3295830 3299490 3322845 3484935 3871548 3954996 4238252 4329604 4430460 4435380 4504301 4509303 4646580 4651740 4724023 4729269 4839435 4943745 5297815 5412005 6012404 6305692 6350326 6357378 6452580 6494406 6591660 6598980 6645690 6969870 7515505 7882115 9008602 9018606 9448046 9458538 9525489 9536067 9678870 9741609 9887490 10595630 10824010 12700652 12714756 12988812 13291380 13512903 13527909 13939740 14172069 14187807 15031010 15764230 15875815 15893445 16236015 18017204 18037212 18896092 18917076 19050978 19072134 19357740 19483218 19774980 21191260 21648020 22521505 22546515 23620115 23646345 27025806 27055818 28344138 28375614 28576467 30062020 31528460 31751630 31786890 32472030 38101956 38144268 38966436 40538709 42516207 44378441 45043010 45093030 46543243 47240230 47292690 47627445 47680335 48708045 54051612 54111636 56688276 56751228 57152934 63503260 63573780 64633343 64944060 66026461 67564515 67639545 70860345 70939035 81077418 85032414 88756882 90086020 90186060 93086486 94480460 94585380 95254890 95360670 97416090 114305868 129266686 132052922 133135323 135129030 135279090 139629729 141720690 141878070 142882335 162154836 170064828 177513764 186172972 190509780 190721340 193684943 193900029 194832180 198079383 202693545 212581035 221892205 232716215 258533372 264105844 266270646 270258060 270558180 279259458 283441380 283756140 285764670 323166715 330132305 387369886 387800058 396158766 399405969 405387090 418889187 425162070 443784410 465432430 532541292 558518916 571529340 581054829 581700087 594238149 646333430 660264610 665676615 698148645 774739772 775600116 792317532 798811938 810774180 837778374 850324140 887568820 930864860 968424715 969500145 990396915 1162109658 1163400174 1188476298 1292666860 1320529220 1331353230 1396297290 1597623876 1675556748 1743164487 1908272963 1936849430 1939000290 1980793830 1997029845 2094445935 2324219316 2326800348 2376952596 2662706460 2707084901 2792594580 2839137823 2905274145 2908500435 2971190745 3486328974 3816545926 3873698860 3878000580 3961587660 3994059690 4188891870 5414169802 5678275646 5724818889 5810548290 5817000870 5942381490 6972657948 7633091852 7988119380 8121254703 8377783740 8517413469 8715822435 9541364815 10828339604 11356551292 11449637778 11621096580 11634001740 11884762980 13535424505 14195689115 16242509406 17034826938 17174456667 17431644870 19082729630 22899275556 24363764109 25552240407 27070849010 28391378230 28624094445 32485018812 34069653876 34348913334 34863289740 38165459260 40606273515 42587067345 48727528218 51104480814 54141698020 56782756460 57248188890 68697826668 81212547030 85174134690 85872283335 97455056436 102208961628 114496377780 116404650743 121818820545 127761202035 162425094060 170348269380 171744566670 232809301486 243637641090 255522404070 343489133340 349213952229 465618602972 487275282180 511044808140 582023253715 698427904458 1047641856687 1164046507430 1396855808916 1746069761145 2095283713374 2328093014860 3492139522290 4190567426748 5238209283435 6984279044580 10476418566870 20952837133740
• Sum of all divisors σ(n): 67863706694784
• Sum of proper divisors (its aliquot sum) s(n): 46910869561044
• 20952837133740 is an abundant number, because the sum of its proper divisors (46910869561044) is greater than itself. Its abundance is 25958032427304

Bases of 20952837133740

• Binary: 100110000111001110110011010100001010110101100₂
• Hexadecimal: 0x130E766A15AC
• Base-36: 7FDLM8R70

Squares and roots of 20952837133740

• 20952837133740 squared (20952837133740²) is 439021383953033858646387600
• 20952837133740 cubed (20952837133740³) is 9198743556197053985577548276989077624000
• The square root of 20952837133740 is 4577426.9118949349
• The cube root of 20952837133740 is 27568.5725094007

Scales and comparisons

• 20,952,837,133,740 seconds is equal to 666,235 years, 21 weeks, 2 days, 1 hour, 9 minutes.
• To count from 1 to 20,952,837,133,740 would take you about one million, six hundred sixty-five thousand, five hundred eighty-eight 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 20952837133740 cubic inches would be around 2297.4 feet tall.

Recreational maths with 20952837133740

• 20952837133740 backwards is 04733173825902
• The number of decimal digits it has is: 14
• The sum of 20952837133740's digits is 54
• More coming soon!