379948895643556352

Names of 379948895643556352

• Cardinal: 379948895643556352 can be written as Three hundred seventy-nine quadrillion, nine hundred forty-eight trillion, eight hundred ninety-five billion, six hundred forty-three million, five hundred fifty-six thousand, three hundred fifty-two.

Scientific notation

• Scientific notation: 3.79948895643556352 × 10¹⁷

Factors of 379948895643556352

• Number of distinct prime factors ω(n): 4
• Total number of prime factors Ω(n): 16
• Sum of prime factors: 12193

Divisors of 379948895643556352

• Number of divisors d(n): 320
• Complete list of divisors:
  1 2 4 8 16 17 32 34 64 68 128 136 233 256 272 289 466 512 544 578 932 1088 1156 1864 2176 2312 3728 3961 4352 4624 4913 7456 7922 8704 9248 9826 11941 14912 15844 18496 19652 23882 29824 31688 36992 39304 47764 54289 59648 63376 67337 73984 78608 95528 108578 119296 126752 134674 147968 157216 191056 202997 217156 253504 269348 314432 382112 405994 434312 507008 538696 628864 764224 811988 868624 922913 1014016 1077392 1144729 1257728 1528448 1623976 1737248 1845826 2028032 2154784 2289458 2515456 2782253 3056896 3247952 3450949 3474496 3691652 4309568 4578916 5564506 6113792 6495904 6901898 6948992 7383304 8619136 9157832 11129012 12649337 12991808 13803796 13897984 14766608 15689521 17238272 18315664 22258024 25298674 25983616 27607592 27795968 29533216 31379042 34476544 36631328 44516048 47298301 50597348 51967232 55215184 58666133 59066432 62758084 73262656 89032096 94596602 101194696 103934464 110430368 117332266 118132864 125516168 146525312 178064192 189193204 202389392 215038729 220860736 234664532 236265728 251032336 266721857 293050624 356128384 378386408 404778784 430077458 441721472 469329064 472531456 502064672 533443714 586101248 648264949 712256768 756772816 804071117 809557568 860154916 883442944 938658128 1004129344 1066887428 1296529898 1424513536 1513545632 1608142234 1619115136 1720309832 1766885888 1877316256 2008258688 2133774856 2593059796 3027091264 3216284468 3238230272 3440619664 3655658393 3754632512 4016517376 4267549712 5186119592 6054182528 6432568936 6476460544 6881239328 7311316786 7509265024 8033034752 8535099424 10372239184 11020504133 12108365056 12865137872 13669208989 13762478656 14622633572 15018530048 17070198848 20744478368 22041008266 24216730112 25730275744 27338417978 27524957312 29245267144 30037060096 34140397696 41488956736 44082016532 51460551488 54676835956 55049914624 58490534288 62146192681 68280795392 82977913472 88164033064 102921102976 109353671912 110099829248 116981068576 124292385362 136561590784 151045733117 165955826944 176328066128 187348570261 205842205952 218707343824 233962137152 248584770724 302091466234 331911653888 352656132256 374697140522 411684411904 437414687648 467924274304 497169541448 604182932468 705312264512 749394281044 874829375296 935848548608 994339082896 1208365864936 1410624529024 1498788562088 1749658750592 1871697097216 1988678165792 2416731729872 2567777462989 2821249058048 2997577124176 3184925694437 3499317501184 3977356331584 4833463459744 5135554925978 5642498116096 5995154248352 6369851388874 6998635002368 7954712663168 9666926919488 10271109851956 11990308496704 12739702777748 15909425326336 19333853838976 20542219703912 23980616993408 25479405555496 31818850652672 38667707677952 41084439407824 43652216870813 47961233986816 50958811110992 77335415355904 82168878815648 87304433741626 95922467973632 101917622221984 164337757631296 174608867483252 203835244443968 328675515262592 349217734966504 407670488887936 657351030525184 698435469933008 742087686803821 815340977775872 1314702061050368 1396870939866016 1484175373607642 1630681955551744 2793741879732032 2968350747215284 5587483759464064 5936701494430568 11174967518928128 11873402988861136 22349935037856256 23746805977722272 47493611955444544 94987223910889088 189974447821778176 379948895643556352
• Sum of all divisors σ(n): 810137811850567200
• Sum of proper divisors (its aliquot sum) s(n): 430188916207010848
• 379948895643556352 is an abundant number, because the sum of its proper divisors (430188916207010848) is greater than itself. Its abundance is 50240020563454496

Bases of 379948895643556352

• Binary: 10101000101110110011000000111101101101000101101101000000000₂
• Hexadecimal: 0x545D981EDA2DA00
• Base-36: 2VX4N50SEARK

Squares and roots of 379948895643556352

• 379948895643556352 squared (379948895643556352²) is 144361163300758075039426858199547904
• 379948895643556352 cubed (379948895643556352³) is 54849864569942126897869461813155720658088417147486208
• The square root of 379948895643556352 is 616399947.7965230589
• The cube root of 379948895643556352 is 724283.1729894867

Scales and comparisons

• 379,948,895,643,556,352 seconds is equal to 12,081,199,622 years, 19 weeks, 3 hours, 52 minutes, 32 seconds.
• To count from 1 to 379,948,895,643,556,352 would take you about thirty-six billion, two hundred forty-three million, five hundred ninety-eight thousand, eight hundred sixty-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 379948895643556352 cubic inches would be around 60356.9 feet tall.

Recreational maths with 379948895643556352

• 379948895643556352 backwards is 253655346598849973
• The number of decimal digits it has is: 18
• The sum of 379948895643556352's digits is 101
• More coming soon!