4276768736768

Names of 4276768736768

• Cardinal: 4276768736768 can be written as Four trillion, two hundred seventy-six billion, seven hundred sixty-eight million, seven hundred thirty-six thousand, seven hundred sixty-eight.

Scientific notation

• Scientific notation: 4.276768736768 × 10¹²

Factors of 4276768736768

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 15
• Sum of prime factors: 252

Divisors of 4276768736768

• Number of divisors d(n): 360
• Complete list of divisors:
  1 2 4 8 11 16 22 23 32 44 46 64 88 89 92 127 128 176 178 184 253 254 256 352 356 368 506 508 512 529 704 712 736 979 1012 1016 1058 1397 1408 1424 1472 1958 2024 2032 2047 2116 2794 2816 2848 2921 2944 3916 4048 4064 4094 4232 5588 5632 5696 5819 5842 5888 7832 8096 8128 8188 8464 11176 11303 11392 11638 11684 11776 15664 16129 16192 16256 16376 16928 22352 22517 22606 22784 23276 23368 31328 32131 32258 32384 32512 32752 33856 44704 45034 45212 45568 46552 46736 47081 62656 64262 64516 64768 65024 65504 67183 67712 89408 90068 90424 93104 93472 94162 124333 125312 128524 129032 129536 131008 134366 135424 177419 178816 180136 180848 186208 186944 188324 248666 250624 257048 258064 259969 262016 268732 270848 354838 357632 360272 361696 370967 372416 373888 376648 497332 501248 514096 516128 517891 519938 524032 537464 709676 715264 720544 723392 739013 741934 744832 747776 753296 994664 1028192 1032256 1035782 1039876 1048064 1074928 1419352 1435481 1441088 1446784 1478026 1483868 1489664 1495552 1506592 1989328 2056384 2064512 2071564 2079752 2149856 2838704 2859659 2870962 2882176 2893568 2956052 2967736 2979328 3013184 3978656 4080637 4112768 4129024 4143128 4159504 4299712 5677408 5719318 5741924 5764352 5787136 5912104 5935472 5979287 6026368 7957312 8161274 8225536 8258048 8286256 8319008 8532241 8599424 11354816 11438636 11483848 11528704 11824208 11870944 11958574 12052736 15790291 15914624 16322548 16451072 16572512 16638016 17064482 17198848 22709632 22877272 22967696 23648416 23741888 23917148 24105472 31580582 31829248 32645096 33016063 33145024 33276032 34128964 34397696 45419264 45754544 45935392 47296832 47483776 47834296 63161164 63658496 65290192 65772157 66032126 66290048 66552064 68257928 90838528 91509088 91870784 93854651 94593664 94967552 95668592 126322328 130580384 131544314 132064252 132580096 133104128 136515856 183018176 183741568 187709302 189187328 189935104 191337184 252644656 261160768 263088628 264128504 265160192 273031712 363176693 366036352 367483136 375418604 378374656 382674368 505289312 522321536 526177256 528257008 546063424 726353386 732072704 734966272 750837208 759369449 765348736 1010578624 1044643072 1052354512 1056514016 1092126848 1452706772 1464145408 1501674416 1518738898 1530697472 2021157248 2089286144 2104709024 2113028032 2184253696 2905413544 3003348832 3037477796 3061394944 4042314496 4209418048 4226056064 4368507392 5810827088 6006697664 6074955592 8084628992 8353063939 8418836096 8452112128 11621654176 12013395328 12149911184 16706127878 16837672192 16904224256 23243308352 24026790656 24299822368 33412255756 33675344384 46486616704 48053581312 48599644736 66824511512 92973233408 97199289472 133649023024 185946466816 194398578944 267298046048 388797157888 534596092096 1069192184192 2138384368384 4276768736768
• Sum of all divisors σ(n): 9932645285640
• Sum of proper divisors (its aliquot sum) s(n): 5655876548872
• 4276768736768 is an abundant number, because the sum of its proper divisors (5655876548872) is greater than itself. Its abundance is 1379107812104

Bases of 4276768736768

• Binary: 111110001111000011010010000000011000000000₂
• Hexadecimal: 0x3E3C3480600
• Base-36: 1IKPXOL4W

Squares and roots of 4276768736768

• 4276768736768 squared (4276768736768²) is 18290750827796154475085824
• 4276768736768 cubed (4276768736768³) is 78225311312332009875820989636864376832
• The square root of 4276768736768 is 2068034.9940868991
• The cube root of 4276768736768 is 16231.9958220381

Scales and comparisons

• 4,276,768,736,768 seconds is equal to 135,988 years, 6 days, 3 hours, 46 minutes, 8 seconds.
• To count from 1 to 4,276,768,736,768 would take you about three hundred thirty-nine thousand, nine hundred seventy 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 4276768736768 cubic inches would be around 1352.7 feet tall.

Recreational maths with 4276768736768

• 4276768736768 backwards is 8676378676724
• The number of decimal digits it has is: 13
• The sum of 4276768736768's digits is 77
• More coming soon!