379989070675968

Names of 379989070675968

• Cardinal: 379989070675968 can be written as Three hundred seventy-nine trillion, nine hundred eighty-nine billion, seventy million, six hundred seventy-five thousand, nine hundred sixty-eight.

Scientific notation

• Scientific notation: 3.79989070675968 × 10¹⁴

Factors of 379989070675968

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 20
• Sum of prime factors: 2752

Divisors of 379989070675968

• Number of divisors d(n): 384
• Complete list of divisors:
  1 2 3 4 6 8 12 13 16 24 26 32 39 41 48 52 64 78 82 96 104 123 128 156 164 192 208 246 256 312 328 384 416 492 512 533 624 656 768 832 984 1024 1066 1248 1312 1536 1599 1664 1968 2048 2132 2496 2624 2693 3072 3198 3328 3936 4096 4264 4992 5248 5386 6144 6396 6656 7872 8079 8192 8528 9984 10496 10772 12288 12792 13312 15744 16158 16384 17056 19968 20992 21544 24576 25584 26624 31488 32316 32768 34112 35009 39936 41984 43088 49152 51168 53248 62976 64632 68224 70018 79872 83968 86176 98304 102336 105027 106496 110413 125952 129264 136448 140036 159744 167936 172352 204672 210054 212992 220826 251904 258528 272896 280072 319488 331239 335872 344704 409344 420108 425984 441652 503808 517056 545792 560144 638976 662478 671744 689408 818688 840216 883304 1007616 1034112 1091584 1120288 1277952 1324956 1343488 1378816 1435369 1637376 1680432 1766608 2015232 2068224 2183168 2240576 2649912 2757632 2870738 3274752 3360864 3533216 4030464 4136448 4306107 4366336 4481152 5299824 5515264 5741476 6549504 6721728 7066432 7252249 8272896 8612214 8732672 8962304 10599648 11030528 11482952 13099008 13443456 14132864 14504498 16545792 17224428 17465344 17924608 21199296 21756747 22061056 22965904 26198016 26886912 28265728 29008996 33091584 34448856 35849216 42398592 43513494 44122112 45931808 52396032 53773824 56531456 58017992 66183168 68897712 71698432 84797184 87026988 88244224 91863616 94279237 107547648 113062912 116035984 132366336 137795424 143396864 169594368 174053976 183727232 188558474 215095296 226125824 232071968 264732672 275590848 282837711 286793728 297342209 339188736 348107952 367454464 377116948 430190592 452251648 464143936 551181696 565675422 573587456 594684418 678377472 696215904 734908928 754233896 860381184 892026627 904503296 928287872 1102363392 1131350844 1147174912 1189368836 1356754944 1392431808 1469817856 1508467792 1720762368 1784053254 1809006592 1856575744 2204726784 2262701688 2378737672 2713509888 2784863616 2939635712 3016935584 3441524736 3568106508 3618013184 3713151488 3865448717 4409453568 4525403376 4757475344 5427019776 5569727232 5879271424 6033871168 7136213016 7426302976 7730897434 8818907136 9050806752 9514950688 10854039552 11139454464 11596346151 11758542848 12067742336 14272426032 14852605952 15461794868 17637814272 18101613504 19029901376 22278908928 23192692302 23517085696 24135484672 28544852064 29705211904 30923589736 35275628544 36203227008 38059802752 44557817856 46385384604 47034171392 48270969344 57089704128 59410423808 61847179472 70551257088 72406454016 76119605504 89115635712 92770769208 96541938688 114179408256 118820847616 123694358944 141102514176 144812908032 152239211008 178231271424 185541538416 193083877376 228358816512 237641695232 247388717888 289625816064 304478422016 356462542848 371083076832 386167754752 456717633024 494777435776 579251632128 608956844032 712925085696 742166153664 772335509504 913435266048 989554871552 1158503264256 1217913688064 1484332307328 1544671019008 1826870532096 1979109743104 2317006528512 2435827376128 2968664614656 3089342038016 3653741064192 3958219486208 4634013057024 4871654752256 5937329229312 7307482128384 7916438972416 9268026114048 9743309504512 11874658458624 14614964256768 15832877944832 23749316917248 29229928513536 31665755889664 47498633834496 63331511779328 94997267668992 126663023558656 189994535337984 379989070675968
• Sum of all divisors σ(n): 1118264725715760
• Sum of proper divisors (its aliquot sum) s(n): 738275655039792
• 379989070675968 is an abundant number, because the sum of its proper divisors (738275655039792) is greater than itself. Its abundance is 358286584363824

Bases of 379989070675968

• Binary: 1010110011001100100011001100100111000000000000000₂
• Hexadecimal: 0x1599919938000
• Base-36: 3QP0KHNITC

Squares and roots of 379989070675968

• 379989070675968 squared (379989070675968²) is 144391693833185803796452737024
• 379989070675968 cubed (379989070675968³) is 54867265553001173218847486261384891420639232
• The square root of 379989070675968 is 19493308.3563557265
• The cube root of 379989070675968 is 72430.8700172003

Scales and comparisons

• 379,989,070,675,968 seconds is equal to 12,082,477 years, 3 weeks, 2 days, 8 hours, 12 minutes, 48 seconds.
• To count from 1 to 379,989,070,675,968 would take you about thirty million, two hundred six thousand, one hundred ninety-two 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 379989070675968 cubic inches would be around 6035.9 feet tall.

Recreational maths with 379989070675968

• 379989070675968 backwards is 869576070989973
• The number of decimal digits it has is: 15
• The sum of 379989070675968's digits is 93
• More coming soon!