842794004461744384

Names of 842794004461744384

• Cardinal: 842794004461744384 can be written as Eight hundred forty-two quadrillion, seven hundred ninety-four trillion, four billion, four hundred sixty-one million, seven hundred forty-four thousand, three hundred eighty-four.

Scientific notation

• Scientific notation: 8.42794004461744384 × 10¹⁷

Factors of 842794004461744384

• Number of distinct prime factors ω(n): 3
• Total number of prime factors Ω(n): 18
• Sum of prime factors: 418

Divisors of 842794004461744384

• Number of divisors d(n): 315
• Complete list of divisors:
  1 2 4 7 8 14 16 28 32 49 56 64 98 112 128 196 224 256 343 392 409 448 686 784 818 896 1372 1568 1636 1792 2401 2744 2863 3136 3272 4802 5488 5726 6272 6544 9604 10976 11452 12544 13088 16807 19208 20041 21952 22904 26176 33614 38416 40082 43904 45808 52352 67228 76832 80164 87808 91616 104704 117649 134456 140287 153664 160328 167281 183232 235298 268912 280574 307328 320656 334562 366464 470596 537824 561148 614656 641312 669124 732928 941192 982009 1075648 1122296 1170967 1282624 1338248 1882384 1964018 2151296 2244592 2341934 2565248 2676496 3764768 3928036 4302592 4489184 4683868 5130496 5352992 6874063 7529536 7856072 8196769 8978368 9367736 10705984 13748126 15059072 15712144 16393538 17956736 18735472 21411968 27496252 30118144 31424288 32787076 35913472 37470944 42823936 48118441 54992504 57377383 62848576 65574152 68417929 74941888 96236882 109985008 114754766 125697152 131148304 136835858 149883776 192473764 219970016 229509532 251394304 262296608 273671716 299767552 384947528 401641681 439940032 459019064 478925503 524593216 547343432 769895056 803283362 879880064 918038128 957851006 1049186432 1094686864 1539790112 1606566724 1759760128 1836076256 1915702012 2098372864 2189373728 2811491767 3079580224 3213133448 3352478521 3672152512 3831404024 4378747456 5622983534 6159160448 6426266896 6704957042 7344305024 7662808048 8757494912 11245967068 12318320896 12852533792 13409914084 14688610048 15325616096 17514989824 19680442369 22491934136 23467349647 25705067584 26819828168 27982932961 30651232192 39360884738 44983868272 46934699294 51410135168 53639656336 55965865922 61302464384 78721769476 89967736544 93869398588 102820270336 107279312672 111931731844 122604928768 157443538952 164271447529 179935473088 187738797176 195880530727 214558625344 223863463688 314887077904 328542895058 359870946176 375477594352 391761061454 429117250688 447726927376 629774155808 657085790116 719741892352 750955188704 783522122908 858234501376 895453854752 1149900132703 1259548311616 1314171580232 1371163715089 1501910377408 1567044245816 1790907709504 2299800265406 2519096623232 2628343160464 2742327430178 3003820754816 3134088491632 3581815419008 4599600530812 5038193246464 5256686320928 5484654860356 6007641509632 6268176983264 7163630838016 8049300928921 9199201061624 9598146005623 10513372641856 10969309720712 12536353966528 16098601857842 18398402123248 19196292011246 21026745283712 21938619441424 25072707933056 32197203715684 36796804246496 38392584022492 42053490567424 43877238882848 50145415866112 64394407431368 67187022039361 73593608492992 76785168044984 87754477765696 128788814862736 134374044078722 147187216985984 153570336089968 175508955531392 257577629725472 268748088157444 294374433971968 307140672179936 351017911062784 470309154275527 515155259450944 537496176314888 614281344359872 940618308551054 1030310518901888 1074992352629776 1228562688719744 1881236617102108 2060621037803776 2149984705259552 2457125377439488 3292164079928689 3762473234204216 4299969410519104 6584328159857378 7524946468408432 8599938821038208 13168656319714756 15049892936816864 17199877642076416 26337312639429512 30099785873633728 52674625278859024 60199571747267456 105349250557718048 120399143494534912 210698501115436096 421397002230872192 842794004461744384
• Sum of all divisors σ(n): 1967486583080753987
• Sum of proper divisors (its aliquot sum) s(n): 1124692578619009603
• 842794004461744384 is an abundant number, because the sum of its proper divisors (1124692578619009603) is greater than itself. Its abundance is 281898574157265219

Bases of 842794004461744384

• Binary: 101110110010001101001010111010000110110001010111000100000000₂
• Hexadecimal: 0xBB234AE86C57100
• Base-36: 6EIHJGNC670G

Squares and roots of 842794004461744384

• 842794004461744384 squared (842794004461744384²) is 710301733956662812644954948155539456
• 842794004461744384 cubed (842794004461744384³) is 598638042737456450946894564276071646146053326298415104
• 842794004461744384 is a perfect square number. Its square root is 918038128
• The cube root of 842794004461744384 is 944583.7699120899

Scales and comparisons

• 842,794,004,461,744,384 seconds is equal to 26,798,242,408 years, 44 weeks, 5 days, 17 hours, 53 minutes, 4 seconds.
• To count from 1 to 842,794,004,461,744,384 would take you about eighty billion, three hundred ninety-four million, seven hundred twenty-seven thousand, two hundred twenty-six 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 842794004461744384 cubic inches would be around 78715.3 feet tall.

Recreational maths with 842794004461744384

• 842794004461744384 backwards is 483447164400497248
• The number of decimal digits it has is: 18
• The sum of 842794004461744384's digits is 79
• More coming soon!