680676795960057344

Names of 680676795960057344

• Cardinal: 680676795960057344 can be written as Six hundred eighty quadrillion, six hundred seventy-six trillion, seven hundred ninety-five billion, nine hundred sixty million, fifty-seven thousand, three hundred forty-four.

Scientific notation

• Scientific notation: 6.80676795960057344 × 10¹⁷

Factors of 680676795960057344

• Number of distinct prime factors ω(n): 4
• Total number of prime factors Ω(n): 16
• Sum of prime factors: 1279

Divisors of 680676795960057344

• Number of divisors d(n): 320
• Complete list of divisors:
  1 2 4 7 8 14 16 28 32 47 56 64 94 112 128 188 224 256 329 376 448 512 658 752 896 1223 1316 1504 1792 2209 2446 2632 3008 3584 4418 4892 5264 6016 8561 8836 9784 10528 12032 15463 17122 17672 19568 21056 24064 30926 34244 35344 39136 42112 57481 61852 68488 70688 78272 84224 103823 114962 123704 136976 141376 156544 168448 207646 229924 247408 273952 282752 313088 402367 415292 459848 494816 547904 565504 626176 726761 804734 830584 919696 989632 1095808 1131008 1453522 1495729 1609468 1661168 1839392 1979264 2191616 2701607 2907044 2991458 3218936 3322336 3678784 3958528 4383232 5403214 5814088 5982916 6437872 6644672 7357568 7917056 10470103 10806428 11628176 11965832 12875744 13289344 14715136 18911249 20940206 21612856 23256352 23931664 25751488 26578688 29430272 37822498 41880412 43225712 46512704 47863328 51502976 53157376 70299263 75644996 83760824 86451424 93025408 95726656 103005952 126975529 140598526 151289992 167521648 172902848 186050816 191453312 206011904 253951058 281197052 302579984 335043296 345805696 372101632 382906624 492094841 507902116 562394104 605159968 670086592 691611392 765813248 888828703 984189682 1015804232 1124788208 1210319936 1340173184 1383222784 1777657406 1829276567 1968379364 2031608464 2249576416 2420639872 2680346368 3304065361 3555314812 3658553134 3936758728 4063216928 4499152832 4841279744 5360692736 6608130722 7110629624 7317106268 7873517456 8126433856 8998305664 9682559488 12804935969 13216261444 14221259248 14634212536 15747034912 16252867712 17996611328 23128457527 25609871938 26432522888 28442518496 29268425072 31494069824 32505735424 35993222656 46256915054 51219743876 52865045776 56885036992 58536850144 62988139648 65011470848 85975998649 92513830108 102439487752 105730091552 113770073984 117073700288 125976279296 155291071967 171951997298 185027660216 204878975504 211460183104 227540147968 234147400576 251952558592 310582143934 343903994596 370055320432 409757951008 422920366208 455080295936 468294801152 601831990543 621164287868 687807989192 740110640864 819515902016 845840732416 936589602304 1087037503769 1203663981086 1242328575736 1375615978384 1480221281728 1639031804032 1691681464832 2174075007538 2407327962172 2484657151472 2751231956768 2960442563456 3278063608064 4040871936503 4348150015076 4814655924344 4969314302944 5502463913536 5920885126912 6556127216128 8081743873006 8696300030152 9629311848688 9938628605888 11004927827072 11841770253824 16163487746012 17392600060304 19258623697376 19877257211776 22009855654144 28286103555521 32326975492024 34785200120608 38517247394752 39754514423552 44019711308288 56572207111042 64653950984048 69570400241216 77034494789504 79509028847104 113144414222084 129307901968096 139140800482432 154068989579008 189920981015641 226288828444168 258615803936192 278281600964864 308137979158016 379841962031282 452577656888336 517231607872384 556563201929728 759683924062564 905155313776672 1034463215744768 1329446867109487 1519367848125128 1810310627553344 2068926431489536 2658893734218974 3038735696250256 3620621255106688 5317787468437948 6077471392500512 7241242510213376 10635574936875896 12154942785001024 14482485020426752 21271149873751792 24309885570002048 42542299747503584 48619771140004096 85084599495007168 97239542280008192 170169198990014336 340338397980028672 680676795960057344
• Sum of all divisors σ(n): 1589401995733094400
• Sum of proper divisors (its aliquot sum) s(n): 908725199773037056
• 680676795960057344 is an abundant number, because the sum of its proper divisors (908725199773037056) is greater than itself. Its abundance is 228048403812979712

Bases of 680676795960057344

• Binary: 100101110010001111111111000010000110000011001101111000000000₂
• Hexadecimal: 0x9723FF0860CDE00
• Base-36: 5667SB7KJTVK

Squares and roots of 680676795960057344

• 680676795960057344 squared (680676795960057344²) is 463320900558449537781975063768334336
• 680676795960057344 cubed (680676795960057344³) is 315371786093453774756499375176741069112590813924163584
• The square root of 680676795960057344 is 825031390.8937388693
• The cube root of 680676795960057344 is 879657.5785355177

Scales and comparisons

• 680,676,795,960,057,344 seconds is equal to 21,643,416,639 years, 49 weeks, 6 days, 2 hours, 35 minutes, 44 seconds.
• To count from 1 to 680,676,795,960,057,344 would take you about sixty-four billion, nine hundred thirty million, two hundred forty-nine thousand, nine hundred nineteen 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 680676795960057344 cubic inches would be around 73304.8 feet tall.

Recreational maths with 680676795960057344

• 680676795960057344 backwards is 443750069597676086
• The number of decimal digits it has is: 18
• The sum of 680676795960057344's digits is 92
• More coming soon!