107681157120

Names of 107681157120

• Cardinal: 107681157120 can be written as One hundred seven billion, six hundred eighty-one million, one hundred fifty-seven thousand, one hundred twenty.

Scientific notation

• Scientific notation: 1.0768115712 × 10¹¹

Factors of 107681157120

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 17
• Sum of prime factors: 635

Divisors of 107681157120

• Number of divisors d(n): 416
• Complete list of divisors:
  1 2 3 4 5 6 8 10 12 15 16 20 23 24 30 32 40 46 48 60 64 69 80 92 96 115 120 128 138 160 181 184 192 230 240 256 276 320 345 362 368 384 421 460 480 512 543 552 640 690 724 736 768 842 905 920 960 1024 1086 1104 1263 1280 1380 1448 1472 1536 1684 1810 1840 1920 2048 2105 2172 2208 2526 2560 2715 2760 2896 2944 3072 3368 3620 3680 3840 4096 4163 4210 4344 4416 5052 5120 5430 5520 5792 5888 6144 6315 6736 7240 7360 7680 8326 8420 8688 8832 9683 10104 10240 10860 11040 11584 11776 12288 12489 12630 13472 14480 14720 15360 16652 16840 17376 17664 19366 20208 20480 20815 21720 22080 23168 23552 24978 25260 26944 28960 29049 29440 30720 33304 33680 34752 35328 38732 40416 41630 43440 44160 46336 47104 48415 49956 50520 53888 57920 58098 58880 61440 62445 66608 67360 69504 70656 76201 77464 80832 83260 86880 88320 92672 94208 96830 99912 101040 107776 115840 116196 117760 124890 133216 134720 139008 141312 145245 152402 154928 161664 166520 173760 176640 185344 193660 199824 202080 215552 228603 231680 232392 235520 249780 266432 269440 278016 282624 290490 304804 309856 323328 333040 347520 353280 370688 381005 387320 399648 404160 431104 457206 463360 464784 471040 499560 532864 538880 556032 580980 609608 619712 646656 666080 695040 706560 741376 762010 774640 799296 808320 862208 914412 926720 929568 999120 1065728 1077760 1112064 1143015 1161960 1219216 1239424 1293312 1332160 1390080 1413120 1524020 1549280 1598592 1616640 1724416 1752623 1828824 1853440 1859136 1998240 2131456 2155520 2224128 2286030 2323920 2438432 2478848 2586624 2664320 2780160 3048040 3098560 3197184 3233280 3505246 3657648 3706880 3718272 3996480 4262912 4311040 4572060 4647840 4876864 4957696 5173248 5257869 5328640 5560320 6096080 6197120 6394368 6466560 7010492 7315296 7436544 7992960 8525824 8622080 8763115 9144120 9295680 9753728 9915392 10515738 10657280 11120640 12192160 12394240 12788736 12933120 14020984 14630592 14873088 15985920 17051648 17526230 18288240 18591360 19507456 19830784 21031476 21314560 24384320 24788480 25577472 25866240 26289345 28041968 29261184 29746176 31971840 35052460 36576480 37182720 39014912 39661568 42062952 42629120 48768640 49576960 51154944 52578690 56083936 58522368 59492352 63943680 70104920 73152960 74365440 78029824 84125904 85258240 97537280 99153920 105157380 112167872 117044736 118984704 127887360 140209840 146305920 148730880 156059648 168251808 195074560 198307840 210314760 224335744 234089472 255774720 280419680 292611840 297461760 312119296 336503616 390149120 420629520 448671488 468178944 560839360 585223680 594923520 673007232 780298240 841259040 897342976 936357888 1121678720 1170447360 1346014464 1560596480 1682518080 1794685952 2243357440 2340894720 2692028928 3365036160 3589371904 4486714880 4681789440 5384057856 6730072320 7178743808 8973429760 10768115712 13460144640 17946859520 21536231424 26920289280 35893719040 53840578560 107681157120
• Sum of all divisors σ(n): 362362500864
• Sum of proper divisors (its aliquot sum) s(n): 254681343744
• 107681157120 is an abundant number, because the sum of its proper divisors (254681343744) is greater than itself. Its abundance is 147000186624

Bases of 107681157120

• Binary: 1100100010010010011000001000000000000₂
• Hexadecimal: 0x19124C1000
• Base-36: 1DGUKWLC

Squares and roots of 107681157120

• 107681157120 squared (107681157120²) is 11595231598702126694400
• 107681157120 cubed (107681157120³) is 1248587955622632492657832624128000
• The square root of 107681157120 is 328148.0719431397
• The cube root of 107681157120 is 4757.5121335245

Scales and comparisons

• 107,681,157,120 seconds is equal to 3,423 years, 48 weeks, 1 day, 16 hours, 32 minutes.
• To count from 1 to 107,681,157,120 would take you about six thousand, eight hundred forty-seven 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 107681157120 cubic inches would be around 396.5 feet tall.

Recreational maths with 107681157120

• 107681157120 backwards is 021751186701
• The number of decimal digits it has is: 12
• The sum of 107681157120's digits is 39
• More coming soon!