40048623855864

Names of 40048623855864

• Cardinal: 40048623855864 can be written as Forty trillion, forty-eight billion, six hundred twenty-three million, eight hundred fifty-five thousand, eight hundred sixty-four.

Scientific notation

• Scientific notation: 4.0048623855864 × 10¹³

Factors of 40048623855864

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 1169

Divisors of 40048623855864

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 6 8 9 12 13 18 24 26 27 36 39 47 52 54 72 78 94 104 108 117 141 156 157 169 188 216 234 282 312 314 338 351 376 423 468 471 507 564 611 628 676 702 846 936 942 947 1014 1128 1222 1256 1269 1352 1404 1413 1521 1692 1833 1884 1894 2028 2041 2444 2538 2808 2826 2841 3042 3384 3666 3768 3788 4056 4082 4239 4563 4888 5076 5499 5652 5682 6084 6123 7332 7379 7576 7943 8164 8478 8523 9126 10152 10998 11304 11364 12168 12246 12311 14664 14758 15886 16328 16497 16956 17046 18252 18369 21996 22137 22728 23829 24492 24622 24649 25569 26533 29516 31772 32994 33912 34092 36504 36738 36933 43992 44274 44509 47658 48984 49244 49298 51138 53066 55107 59032 63544 65988 66411 68184 71487 73476 73866 73947 79599 88548 89018 95316 95927 98488 98596 102276 106132 110214 110799 131976 132822 133527 142974 146952 147732 147894 148679 159198 160043 177096 178036 190632 191854 197192 199233 204552 212264 214461 220428 221598 221841 238797 265644 267054 285948 287781 295464 295788 297358 318396 320086 320437 332397 356072 383708 398466 400581 428922 440856 443196 443682 446037 477594 480129 531288 534108 571896 575562 578617 591576 594716 636792 640172 640874 664794 665523 716391 767416 796932 801162 857844 863343 886392 887364 892074 955188 960258 961311 1068216 1151124 1157234 1158503 1189432 1201743 1247051 1280344 1281748 1329588 1331046 1338111 1432782 1440387 1593864 1602324 1715688 1726686 1735851 1774728 1784148 1910376 1920516 1922622 1932827 2302248 2314468 2317006 2403486 2494102 2563496 2590029 2659176 2662092 2676222 2865564 2880774 2883933 3204648 3453372 3471702 3475509 3568296 3741153 3841032 3845244 3865654 4014333 4165681 4321161 4628936 4634012 4806972 4988204 5180058 5207553 5324184 5352444 5731128 5761548 5767866 5798481 6906744 6943404 6951018 6987913 7482306 7522021 7690488 7731308 8028666 8331362 8642322 8651799 9268024 9613944 9976408 10360116 10415106 10426527 10704888 11223459 11523096 11535732 11596962 12497043 13886808 13902036 13975826 14964612 15044042 15060539 15462616 15622659 16057332 16662724 17284644 17303598 17395443 20720232 20830212 20853054 20963739 22446918 22566063 23071464 23193924 23342603 24994086 25126751 27804072 27951652 29929224 30088084 30121078 31245318 31279581 32114664 33325448 33670377 34569288 34607196 34790886 37491129 41660424 41706108 41927478 44893836 45132126 45181617 46387848 46685206 49988172 50253502 52186329 55903304 60176168 60242156 62490636 62559162 62891217 67340754 67698189 69214392 69581772 70027809 74982258 75380253 83412216 83854956 89787672 90264252 90363234 90842869 93370412 99976344 100507004 104372658 112473387 120484312 124981272 125118324 125782434 134681508 135396378 135544851 139163544 140055618 149964516 150760506 167709912 180528504 180726468 181685738 186740824 188673651 195787007 201014008 203094567 208745316 210083427 224946774 226140759 250236648 251564868 269363016 270792756 271089702 272528607 280111236 299929032 301521012 303453839 361452936 363371476 377347302 391574014 406189134 406634553 417490632 420166854 449893548 452281518 503129736 541585512 542179404 545057214 560222472 587361021 603042024 606907678 630250281 678422277 726742952 754694604 783148028 812378268 813269106 817585821 840333708 899787096 904563036 910361517 1084358808 1090114428 1097102341 1174722042 1180957297 1213815356 1260500562 1356844554 1509389208 1566296056 1624756536 1626538212 1635171642 1680667416 1762083063 1809126072 1820723034 2180228856 2194204682 2349444084 2361914594 2427630712 2452757463 2521001124 2713689108 2731084551 3253076424 3270343284 3291307023 3524166126 3542871891 3641446068 3944899907 4388409364 4698888168 4723829188 4905514926 5042002248 5286249189 5427378216 5462169102 6540686568 6582614046 7048332252 7085743782 7282892136 7889799814 8193253653 8776818728 9447658376 9811029852 9873921069 10572498378 10628615673 10924338204 11834699721 13165228092 14096664504 14171487564 14262330433 15779599628 16386507306 19622059704 19747842138 21144996756 21257231346 21848676408 23669399442 26330456184 28342975128 28524660866 29621763207 31559199256 31885847019 32773014612 35504099163 39495684276 42289993512 42514462692 42786991299 47338798884 57049321732 59243526414 63771694038 65546029224 71008198326 78991368552 85028925384 85573982598 94677597768 106512297489 114098643464 118487052828 127543388076 128360973897 142016396652 171147965196 185410295629 213024594978 236974105656 255086776152 256721947794 284032793304 342295930392 370820591258 385082921691 426049189956 513443895588 556230886887 741641182516 770165843382 852098379912 1026887791176 1112461773774 1483282365032 1540331686764 1668692660661 2224923547548 3080663373528 3337385321322 4449847095096 5006077981983 6674770642644 10012155963966 13349541285288 20024311927932 40048623855864
• Sum of all divisors σ(n): 123944186534400
• Sum of proper divisors (its aliquot sum) s(n): 83895562678536
• 40048623855864 is an abundant number, because the sum of its proper divisors (83895562678536) is greater than itself. Its abundance is 43846938822672

Bases of 40048623855864

• Binary: 1001000110110010001011111111111010100011111000₂
• Hexadecimal: 0x246C8BFFA8F8
• Base-36: E7230MA60

Squares and roots of 40048623855864

• 40048623855864 squared (40048623855864²) is 1603892272748479083047186496
• 40048623855864 cubed (40048623855864³) is 64233678336630668743946765122092231212544
• The square root of 40048623855864 is 6328398.2061706579
• The cube root of 40048623855864 is 34213.3709262321

Scales and comparisons

• 40,048,623,855,864 seconds is equal to 1,273,422 years, 18 weeks, 5 days, 1 hour, 44 minutes, 24 seconds.
• To count from 1 to 40,048,623,855,864 would take you about three million, one hundred eighty-three thousand, five hundred fifty-five 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 40048623855864 cubic inches would be around 2851.1 feet tall.

Recreational maths with 40048623855864

• 40048623855864 backwards is 46855832684004
• The number of decimal digits it has is: 14
• The sum of 40048623855864's digits is 63
• More coming soon!