40050443845764

Names of 40050443845764

• Cardinal: 40050443845764 can be written as Forty trillion, fifty billion, four hundred forty-three million, eight hundred forty-five thousand, seven hundred sixty-four.

Scientific notation

• Scientific notation: 4.0050443845764 × 10¹³

Factors of 40050443845764

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 418

Divisors of 40050443845764

• Number of divisors d(n): 405
• Complete list of divisors:
  1 2 3 4 6 9 11 12 18 22 23 33 36 44 46 66 69 92 99 121 132 138 198 207 242 253 276 363 379 396 414 484 506 529 726 758 759 828 1012 1058 1089 1137 1331 1452 1516 1518 1587 2116 2178 2274 2277 2662 2783 3036 3174 3411 3993 4169 4356 4548 4554 4761 5324 5566 5819 6348 6822 7986 8338 8349 8717 9108 9522 11132 11638 11979 12507 13644 14641 15972 16676 16698 17434 17457 19044 23276 23958 25014 25047 26151 29282 30613 33396 34868 34914 37521 43923 45859 47916 50028 50094 52302 52371 58564 61226 64009 69828 75042 78453 87846 91718 91839 95887 100188 104604 104742 122452 128018 131769 137577 143641 150084 156906 175692 183436 183678 191774 192027 200491 209484 256036 263538 275154 275517 287282 287661 313812 336743 367356 383548 384054 400982 412731 430923 504449 527076 550308 551034 574564 575322 576081 601473 673486 704099 768108 801964 825462 861846 862983 1008898 1010229 1054757 1102068 1150644 1152162 1202946 1292769 1346972 1408198 1513347 1580051 1650924 1723692 1725966 1804419 2017796 2020458 2109514 2112297 2205401 2304324 2405892 2585538 2816396 3026694 3030687 3160102 3164271 3303743 3451932 3608838 4040916 4219028 4224594 4410802 4540041 4740153 5171076 5548939 6053388 6061374 6320204 6328542 6336891 6607486 6616203 7217676 7745089 8449188 8821604 9080082 9480306 9492813 9911229 11097878 11602327 12122748 12657084 12673782 13214972 13232406 14220459 15490178 16646817 17380561 18160164 18960612 18985626 19822458 19848609 22195756 23204654 23235267 24259411 25347564 26464812 28440918 29733687 30980356 33293634 34761122 34806981 36341173 37971252 39644916 39697218 46409308 46470534 48518822 49940451 52141683 56881836 59467374 66587268 69522244 69613962 69705801 72682346 72778233 75986089 79394436 92941068 97037644 99880902 104283366 104420943 109023519 118934748 127625597 139227924 139411602 145364692 145556466 151972178 156425049 191186171 199761804 208566732 208841886 218047038 218334699 227958267 255251194 266853521 278823204 291112932 303944356 312850098 327070557 382372342 382876791 399752903 417683772 436094076 436669398 455916534 510502388 533707042 573558513 625700196 654141114 683874801 764744684 765753582 799505806 800560563 835846979 873338796 911833068 1067414084 1147117026 1148630373 1199258709 1308282228 1367749602 1531507164 1599011612 1601121126 1671693958 1720675539 2103047881 2294234052 2297260746 2398517418 2401681689 2507540937 2735499204 2935388731 3202242252 3343387916 3441351078 3597776127 4206095762 4397281933 4594521492 4797034836 4803363378 5015081874 5870777462 6309143643 6882702156 7195552254 7522622811 8412191524 8794563866 8806166193 9194316769 9606726756 10030163748 11741554924 12618287286 13191845799 14391104508 15045245622 17589127732 17612332386 18388633538 18927430929 25236574572 26383691598 26418498579 27582950307 30090491244 35224664772 36777267076 37854861858 39575537397 48370101263 52767383196 52836997158 55165900614 75709723716 79151074794 82748850921 96740202526 101137484459 105673994316 110331801228 145110303789 158302149588 165497701842 193480405052 202274968918 290220607578 303412453377 330995403684 404549937836 435330911367 580441215156 606824906754 870661822734 910237360131 1112512329049 1213649813508 1741323645468 1820474720262 2225024658098 3337536987147 3640949440524 4450049316196 6675073974294 10012610961441 13350147948588 20025221922882 40050443845764
• Sum of all divisors σ(n): 116722095250215
• Sum of proper divisors (its aliquot sum) s(n): 76671651404451
• 40050443845764 is an abundant number, because the sum of its proper divisors (76671651404451) is greater than itself. Its abundance is 36621207558687

Bases of 40050443845764

• Binary: 1001000110110011111000011110101000000010000100₂
• Hexadecimal: 0x246CF87A8084
• Base-36: E72X46ZD0

Squares and roots of 40050443845764

• 40050443845764 squared (40050443845764²) is 1604038052242695462220743696
• 40050443845764 cubed (40050443845764³) is 64242435937814735993021633723922399303744
• 40050443845764 is a perfect square number. Its square root is 6328542
• The cube root of 40050443845764 is 34213.8891882871

Scales and comparisons

• 40,050,443,845,764 seconds is equal to 1,273,480 years, 11 weeks, 6 days, 18 hours, 29 minutes, 24 seconds.
• To count from 1 to 40,050,443,845,764 would take you about three million, one hundred eighty-three thousand, seven hundred 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 40050443845764 cubic inches would be around 2851.2 feet tall.

Recreational maths with 40050443845764

• 40050443845764 backwards is 46754834405004
• The number of decimal digits it has is: 14
• The sum of 40050443845764's digits is 54
• More coming soon!