40663712437105472

Names of 40663712437105472

• Cardinal: 40663712437105472 can be written as Forty quadrillion, six hundred sixty-three trillion, seven hundred twelve billion, four hundred thirty-seven million, one hundred five thousand, four hundred seventy-two.

Scientific notation

• Scientific notation: 4.0663712437105472 × 10¹⁶

Factors of 40663712437105472

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 569649

Divisors of 40663712437105472

• Number of divisors d(n): 336
• Complete list of divisors:
  1 2 4 8 11 13 16 17 22 26 32 34 44 52 64 68 88 104 121 136 143 176 187 208 221 242 272 286 352 374 416 442 484 544 572 704 748 832 884 968 1088 1144 1496 1573 1768 1936 2057 2288 2431 2992 3146 3536 3872 4114 4576 4862 5984 6292 7072 7744 8228 9152 9724 11968 12584 14144 16456 19448 25168 26741 32912 38896 45319 50336 53482 65824 77792 90638 100672 106964 131648 155584 181276 213928 362552 427856 498509 524287 589147 725104 770423 855712 997018 1048574 1178294 1450208 1540846 1711424 1994036 2097148 2356588 2900416 3081692 3988072 4194296 4713176 5483599 5767157 6163384 6480617 6815731 7976144 8388592 8474653 8912879 9426352 10015499 10967198 11534314 12326768 12961234 13631462 15952288 16777184 16949306 17825758 18852704 20030998 21934396 23068628 24653536 25922468 27262924 31904576 33554368 33898612 35651516 37705408 40061996 43868792 46137256 49307072 51844936 54525848 63438727 67797224 71286787 71303032 74973041 80123992 87737584 92274512 93221183 98041669 103689872 109051696 110170489 115867427 126877454 135594448 142573574 142606064 149946082 160247984 175475168 184549024 186442366 196083338 207379744 218103392 220340978 231734854 253754908 271188896 285147148 285212128 299892164 320495968 350950336 369098048 372884732 392166676 414759488 436206784 440681956 463469708 507509816 542377792 570294296 570424256 599784328 640991936 745769464 784333352 824703451 881363912 926939416 1015019632 1078458359 1140588592 1199568656 1211875379 1274541697 1491538928 1568666704 1649406902 1762727824 1853878832 2030039264 2156916718 2281177184 2399137312 2423750758 2549083394 2983077856 3137333408 3298813804 3525455648 3707757664 4060078528 4313833436 4562354368 4798274624 4847501516 5098166788 5966155712 6274666816 6597627608 7050911296 7415515328 8627666872 9695003032 10196333576 13195255216 14019958667 17255333744 19390006064 20392667152 23760162553 26390510432 28039917334 34510667488 38780012128 40785334304 47520325106 52781020864 56079834668 69021334976 77560024256 81570668608 95040650212 112159669336 190081300424 224319338672 261361788083 308882113189 380162600848 403922763401 448638677344 522723576166 617764226378 760325201696 807845526802 897277354688 1045447152332 1235528452756 1520650403392 1615691053604 2090894304664 2471056905512 2874979668913 3231382107208 3397703245079 4181788609328 4443150397411 4942113811024 5250995924213 5749959337826 6462764214416 6795406490158 8363577218656 8886300794822 9884227622048 10501991848426 11499918675652 12925528428832 13590812980316 16727154437312 17772601589644 19768455244096 21003983696852 22999837351304 25851056857664 27181625960632 35545203179288 37374735695869 42007967393704 45999674702608 48874654371521 54363251921264 57760955166343 71090406358576 74749471391738 84015934787408 91999349405216 97749308743042 108726503842528 115521910332686 142180812717152 149498942783476 168031869574816 183998698810432 195498617486084 217453007685056 231043820665372 284361625434304 298997885566952 336063739149632 390997234972168 462087641330744 597995771133904 635370506829773 781994469944336 924175282661488 1195991542267808 1270741013659546 1563988939888672 1848350565322976 2391983084535616 2541482027319092 3127977879777344 3696701130645952 5082964054638184 10165928109276368 20331856218552736 40663712437105472
• Sum of all divisors σ(n): 101138316782469120
• Sum of proper divisors (its aliquot sum) s(n): 60474604345363648
• 40663712437105472 is an abundant number, because the sum of its proper divisors (60474604345363648) is greater than itself. Its abundance is 19810891908258176

Bases of 40663712437105472

• Binary: 10010000011101110110111001010111000011111111001101000000₂
• Hexadecimal: 0x90776E570FF340
• Base-36: B4E2ZLR3Z28

Squares and roots of 40663712437105472

• 40663712437105472 squared (40663712437105472²) is 1653537509167606245125321652342784
• 40663712437105472 cubed (40663712437105472³) is 67238973776759193495588338463882513853320506114048
• The square root of 40663712437105472 is 201652454.5774374451
• The cube root of 40663712437105472 is 343876.3764962351

Scales and comparisons

• 40,663,712,437,105,472 seconds is equal to 1,292,980,274 years, 19 weeks, 4 days, 21 hours, 44 minutes, 32 seconds.
• To count from 1 to 40,663,712,437,105,472 would take you about three billion, eight hundred seventy-eight million, nine hundred forty thousand, eight hundred twenty-three 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 40663712437105472 cubic inches would be around 28656.4 feet tall.

Recreational maths with 40663712437105472

• 40663712437105472 backwards is 27450173421736604
• The number of decimal digits it has is: 17
• The sum of 40663712437105472's digits is 62
• More coming soon!