107985329938309252

Names of 107985329938309252

• Cardinal: 107985329938309252 can be written as One hundred seven quadrillion, nine hundred eighty-five trillion, three hundred twenty-nine billion, nine hundred thirty-eight million, three hundred nine thousand, two hundred fifty-two.

Scientific notation

• Scientific notation: 1.07985329938309252 × 10¹⁷

Factors of 107985329938309252

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 446

Divisors of 107985329938309252

• Number of divisors d(n): 432
• Complete list of divisors:
  1 2 4 11 13 22 26 44 52 107 121 143 169 214 242 286 313 338 428 484 572 626 676 1177 1252 1331 1391 1573 1859 2354 2662 2782 3146 3443 3718 4069 4708 5324 5564 6292 6886 7436 8138 11449 12947 13772 15301 16276 17303 18083 20449 22898 25894 30602 33491 34606 36166 37873 40898 44759 45796 51788 52897 61204 66982 69212 72332 75746 81796 89518 97969 105794 125939 133964 142417 148837 151492 168311 179036 195938 198913 211588 224939 251878 284834 297674 336622 368401 391876 397826 416603 435383 449878 492349 503756 569668 581867 595348 673244 736802 795652 833206 870766 899756 984698 1077659 1163734 1225043 1273597 1385329 1473604 1637207 1666412 1741532 1851421 1934881 1969396 2155318 2188043 2327468 2450086 2547194 2770658 3274414 3583537 3702842 3869762 4052411 4310636 4376086 4789213 4900172 5094388 5415839 5541316 5659979 6400537 6548828 7167074 7405684 7739524 8104822 8752172 9578426 10482683 10831678 11319958 11854249 12801074 13475473 14009567 14334148 15238619 15925559 16209644 16556761 18009277 19156852 20965366 21283691 21663356 22639916 23708498 24068473 25602148 26950946 28019134 30477238 31851118 33113522 36018554 39418907 41930732 42567382 44576521 46585981 47416996 48136946 52681343 53901892 56038268 60954476 62259769 63702236 66227044 70405907 72037108 78837814 85134764 89153042 93171962 96273892 105362686 115309513 124519538 130396739 136274879 140811814 148230203 154105237 157675628 175181149 178306084 182124371 186343924 198102047 207032267 210725372 230619026 234120601 249039076 260793478 272549758 281623628 296460406 308210474 350362298 364248742 383438459 396204094 414064534 433607977 461238052 468241202 512445791 521586956 545099516 579494773 592920812 605617753 616420948 684857459 700724596 728497484 766876918 792408188 828129068 867215954 936482404 1024891582 1121647081 1158989546 1211235506 1268404643 1369714918 1499023669 1533753836 1630532233 1695157607 1734431908 1771573427 1926992639 2003368081 2049783164 2243294162 2277354937 2317979092 2422471012 2536809286 2575326611 2739429836 2998047338 3261064466 3390315214 3543146854 3853985278 4006736162 4217823049 4486588324 4554709874 4769687747 4984699967 5073618572 5150653222 5636903701 5996094676 6522128932 6661795283 6780630428 7086293708 7533432049 7707970556 8013472324 8435646098 9109419748 9539375494 9969399934 10301306444 11273807402 12338117891 13323590566 13952451073 14581412053 15066864098 16489260359 16871292196 19078750988 19487307697 19938799868 21196919029 22037048891 22547614804 24676235782 25050904307 26647181132 27904902146 29162824106 30133728196 32978520718 38974615394 42393838058 44074097782 46396053539 49352471564 50101808614 54831699637 55809804292 58325648212 62005940711 64801099571 65957041436 73279748113 77949230788 84787676116 88148195564 92792107078 100203617228 109663399274 120016237667 124011881422 129602199142 135719296801 146559496226 160395532583 181381863949 185584214156 189558356689 214360384667 219326798548 240032475334 248023762844 259204398284 271438593602 275559947377 293118992452 320791065166 362763727898 379116713378 428720769334 480064950668 510356588929 542877187204 551119894754 603148696007 641582130332 712812095281 725527455796 758233426756 806077229243 857441538668 1020713177858 1102239789508 1206297392014 1320178614337 1425624190562 1492912264811 1560211089671 1612154458486 1764350858413 2041426355716 2085141923579 2357964231337 2412594784028 2640357228674 2851248381124 2985824529622 3120422179342 3224308916972 3528701716826 4170283847158 4715928462674 5280714457348 5971649059244 6240844358684 6634635656077 7057403433652 7840933048091 8340567694316 9431856925348 13269271312154 14521964757707 15681866096182 17162321986381 19407859442543 20282744165723 22936561159369 26538542624308 29043929515414 31363732192364 34324643972762 38815718885086 40565488331446 45873122318738 58087859030828 68649287945524 77631437770172 81130976662892 86250263529001 91746244637476 159741612334777 172500527058002 188785541850191 223110185822953 252302172753059 319483224669554 345001054116004 377571083700382 446220371645906 504604345506118 638966449339108 755142167400764 892440743291812 1009208691012236 2076640960352101 2454212044052483 4153281920704202 4908424088104966 8306563841408404 9816848176209932 26996332484577313 53992664969154626 107985329938309252
• Sum of all divisors σ(n): 227928090989995200
• Sum of proper divisors (its aliquot sum) s(n): 119942761051685948
• 107985329938309252 is an abundant number, because the sum of its proper divisors (119942761051685948) is greater than itself. Its abundance is 11957431113376696

Bases of 107985329938309252

• Binary: 101111111101001000001010111011111111011010010000010000100₂
• Hexadecimal: 0x17FA415DFED2084
• Base-36: TJ9LRQAO804

Squares and roots of 107985329938309252

• 107985329938309252 squared (107985329938309252²) is 11660831481885508442352068388799504
• 107985329938309252 cubed (107985329938309252³) is 1259198734926430234945708614978068765024123776211008
• The square root of 107985329938309252 is 328611213.9570243759
• The cube root of 107985329938309252 is 476198.7523257929

Scales and comparisons

• 107,985,329,938,309,252 seconds is equal to 3,433,599,471 years, 25 weeks, 7 hours, 40 minutes, 52 seconds.
• To count from 1 to 107,985,329,938,309,252 would take you about ten billion, three hundred million, seven hundred ninety-eight thousand, four hundred fourteen 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 107985329938309252 cubic inches would be around 39683.2 feet tall.

Recreational maths with 107985329938309252

• 107985329938309252 backwards is 252903839923589701
• The number of decimal digits it has is: 18
• The sum of 107985329938309252's digits is 85
• More coming soon!