40840004650536

Names of 40840004650536

• Cardinal: 40840004650536 can be written as Forty trillion, eight hundred forty billion, four million, six hundred fifty thousand, five hundred thirty-six.

Scientific notation

• Scientific notation: 4.0840004650536 × 10¹³

Factors of 40840004650536

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 671

Divisors of 40840004650536

• Number of divisors d(n): 1536
• Complete list of divisors:
  1 2 3 4 6 7 8 9 12 13 14 18 21 24 26 28 31 36 39 42 49 52 56 62 63 72 78 79 84 91 93 98 104 117 124 126 127 147 156 158 168 182 186 196 217 234 237 248 252 254 273 279 294 312 316 343 364 372 381 392 403 409 434 441 468 474 504 508 546 553 558 588 632 637 651 686 711 728 744 762 806 818 819 868 882 889 936 948 1016 1027 1029 1092 1106 1116 1143 1176 1209 1227 1274 1302 1372 1422 1519 1524 1612 1636 1638 1651 1659 1736 1764 1778 1896 1911 1953 2054 2058 2184 2212 2232 2286 2418 2449 2454 2548 2604 2667 2744 2821 2844 2863 3038 3048 3081 3087 3224 3272 3276 3302 3318 3528 3556 3627 3681 3822 3871 3906 3937 4108 4116 4424 4459 4557 4572 4836 4898 4908 4953 4977 5096 5208 5317 5334 5642 5688 5726 5733 6076 6162 6174 6223 6552 6604 6636 7112 7189 7254 7347 7362 7644 7742 7812 7874 8001 8216 8232 8463 8589 8918 9114 9144 9243 9672 9796 9816 9906 9954 10033 10633 10634 10668 11284 11452 11466 11557 11613 11811 12152 12324 12348 12446 12679 13208 13272 13377 13671 14378 14508 14694 14724 14859 15288 15484 15624 15748 15951 16002 16926 17143 17178 17836 18228 18486 18669 19592 19747 19812 19908 20041 20066 21266 21268 21336 21567 22041 22568 22904 22932 23114 23226 23622 24648 24696 24892 25358 25389 25767 26754 27097 27342 27559 28756 29016 29388 29448 29718 30099 30968 31496 31837 31899 31902 32004 32311 33852 34286 34356 34671 34839 35433 35672 36456 36972 37219 37338 38037 39494 39624 39816 40082 40131 40132 42532 42536 43134 43561 44082 45864 46228 46452 47244 47853 49784 50323 50716 50778 51181 51429 51534 51943 53508 54194 54684 55118 56007 57512 58776 59241 59436 60123 60198 63674 63798 63804 64008 64622 64701 67704 68572 68712 69342 69678 70231 70866 73944 74438 74676 76074 78988 80164 80262 80264 80899 81291 82677 85064 86268 87122 88164 88753 90297 92456 92904 94488 95511 95697 95706 96933 100646 101432 101556 102362 102858 103068 103886 104013 107016 108388 109368 110236 111657 112014 114111 118482 118872 120001 120246 120396 127348 127596 127608 129244 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107191613256 109784958738 112197814974 119067068952 129240521046 130897450803 138911580444 146379944984 149597086632 160787419884 162063510518 164677438107 172320694728 174529934404 188202786408 208367370666 219569917476 224395629948 243095265777 258481042092 261794901606 277823160888 321574839768 324127021036 329354876214 349059868808 392692352409 416734741332 439139834952 448791259896 486190531554 516962084184 523589803212 567222286813 648254042072 658709752428 729285797331 785384704818 833469482664 972381063108 1047179606424 1134444573626 1317419504856 1458571594662 1570769409636 1701666860439 1944762126216 2268889147252 2917143189324 3141538819272 3403333720878 4537778294504 5105000581317 5834286378648 6806667441756 10210001162634 13613334883512 20420002325268 40840004650536
• Sum of all divisors σ(n): 146708889600000
• Sum of proper divisors (its aliquot sum) s(n): 105868884949464
• 40840004650536 is an abundant number, because the sum of its proper divisors (105868884949464) is greater than itself. Its abundance is 65028880298928

Bases of 40840004650536

• Binary: 1001010010010011001101111110000100011000101000₂
• Hexadecimal: 0x2524CDF84628
• Base-36: EH5N0B7E0

Squares and roots of 40840004650536

• 40840004650536 squared (40840004650536²) is 1667905979855802107485087296
• 40840004650536 cubed (40840004650536³) is 68117287973967762004373474903907933190656
• The square root of 40840004650536 is 6390618.4873246815
• The cube root of 40840004650536 is 34437.2603779507

Scales and comparisons

• 40,840,004,650,536 seconds is equal to 1,298,585 years, 42 weeks, 5 days, 15 minutes, 36 seconds.
• To count from 1 to 40,840,004,650,536 would take you about three million, two hundred forty-six thousand, four hundred sixty-four 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 40840004650536 cubic inches would be around 2869.8 feet tall.

Recreational maths with 40840004650536

• 40840004650536 backwards is 63505640004804
• The number of decimal digits it has is: 14
• The sum of 40840004650536's digits is 45
• More coming soon!