40085476383348

Names of 40085476383348

• Cardinal: 40085476383348 can be written as Forty trillion, eighty-five billion, four hundred seventy-six million, three hundred eighty-three thousand, three hundred forty-eight.

Scientific notation

• Scientific notation: 4.0085476383348 × 10¹³

Factors of 40085476383348

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 239

Divisors of 40085476383348

• Number of divisors d(n): 648
• Complete list of divisors:
  1 2 3 4 6 9 11 12 18 22 23 33 36 37 44 46 66 69 74 92 99 111 121 132 138 148 163 198 207 222 242 253 276 326 333 363 396 407 414 444 484 489 506 652 666 726 759 814 828 851 978 1012 1089 1221 1331 1332 1369 1452 1467 1518 1628 1702 1793 1956 2178 2277 2442 2553 2662 2738 2783 2934 3036 3404 3586 3663 3749 3993 4107 4356 4477 4554 4884 5106 5324 5379 5476 5566 5868 6031 7172 7326 7498 7659 7986 8214 8349 8954 9108 9361 10212 10758 11132 11247 11979 12062 12321 13431 14652 14996 15059 15318 15972 16137 16428 16698 17908 18093 18722 19723 21516 22494 23958 24124 24642 25047 26569 26862 28083 30118 30613 30636 31487 32274 33396 33741 36186 37444 39446 40293 41239 44988 45177 47916 49247 49284 50094 53138 53724 54279 56166 59169 60236 61226 62974 64548 66341 67482 72372 78892 79707 80586 82478 84249 90354 91839 94461 98494 100188 102971 106276 108558 112332 118338 122452 123717 125948 132682 134964 135531 138713 147741 159414 161172 164956 165649 168498 177507 180708 183678 188922 196988 199023 205942 216953 217116 223147 236676 239121 247434 265364 271062 275517 277426 283383 292259 295482 308913 318828 331298 336996 346357 355014 367356 371151 377844 398046 411884 416139 433906 443223 446294 453629 478242 494868 496947 542124 551034 554852 566766 584518 590964 597069 611087 617826 650859 662596 669441 692714 710028 729751 742302 796092 832278 867812 876777 886446 892588 907258 926739 956484 983053 993894 1039071 1102068 1132681 1133532 1169036 1194138 1222174 1235652 1248417 1301718 1338882 1360887 1385428 1459502 1484604 1490841 1525843 1664556 1753554 1772892 1814516 1822139 1833261 1853478 1952577 1966106 1987788 2008323 2078142 2189253 2265362 2388276 2444348 2454617 2496834 2603436 2630331 2677764 2721774 2919004 2949159 2981682 3051686 3117213 3214849 3398043 3507108 3644278 3666522 3706956 3809927 3905154 3932212 4016646 4082661 4156284 4378506 4530724 4577529 4909234 4989919 4993668 5132381 5260662 5443548 5466417 5499783 5898318 5963364 6103372 6234426 6429698 6567759 6721957 6796086 7288556 7333044 7363851 7619854 7810308 8027261 8033292 8165322 8757012 8847477 9155058 9644547 9818468 9979838 10194129 10264762 10521324 10813583 10932834 10999566 11429781 11796636 12468852 12859396 13135518 13443914 13592172 13732587 14727702 14969757 15239708 15397143 16054522 16330644 16399251 16784273 17694954 18310116 19289094 19959676 20165871 20388258 20529524 21627166 21865668 21999132 22091553 22610219 22859562 24081783 26271036 26887828 27000787 27465174 28933641 29455404 29939514 30794286 32109044 32440749 32798502 33568546 34289343 35363339 35389908 36372961 38578188 40331742 40776516 41909197 43254332 44183106 44909271 45220438 45719124 46191429 48163566 50352819 54001574 54930348 56456191 57867282 59879028 60497613 61588572 64881498 65597004 67137092 67830657 68578686 70726678 72245349 72745922 73941527 80663484 81002361 83818394 88366212 89818542 90440876 92382858 96327132 97322247 100705638 106090017 108003148 109118883 112912382 115734564 118949413 120995226 125727591 129762996 135661314 137157372 141453356 144490698 145491844 147883054 151058457 162004722 167636788 169368573 179637084 184627003 184765716 194644494 201411276 203491971 212180034 218237766 221824581 225824764 237898826 241990452 243007083 248712409 251455182 271322628 288981396 295766108 297008657 302116914 318270051 324009444 327356649 338737146 356848239 369254006 377182773 389288988 400102571 406983942 424360068 436475532 443649162 475797652 486014166 497424818 502910364 508105719 553881009 594017314 604233828 621018101 636540102 654713298 665473743 677474292 713696478 738508012 746137227 754365546 800205142 813356797 813967884 836578103 887298324 891025971 972028332 994849636 1016211438 1070544717 1107762018 1188034628 1200307713 1242036202 1273080204 1308443543 1309426596 1330947486 1427392956 1492274454 1508731092 1600410284 1626713594 1661643027 1673156206 1782051942 1863054303 2032422876 2141089434 2215524036 2238411681 2400615426 2440070391 2484072404 2509734309 2616887086 2661894972 2673077913 2735836499 2984548908 3253427188 3323286054 3346312412 3564103884 3600923139 3726108606 3925330629 4282178868 4401128281 4476823362 4801230852 4880140782 5019468618 5233774172 5346155826 5471672998 5589162909 6646572108 6831199111 7201846278 7320211173 7452217212 7529202927 7850661258 8207509497 8802256562 8953646724 9202359133 9760281564 10038937236 10692311652 10943345996 11178325818 11775991887 13203384843 13662398222 14403692556 14640422346 15058405854 15701322516 16415018994 17604513124 18404718266 20493597333 22356651636 23551983774 24622528491 26406769686 27324796444 27607077399 29280844692 30094201489 30116811708 32830037988 36809436532 39610154529 40987194666 47103967548 48412411091 49245056982 52813539372 55214154798 60188402978 61480791999 79220309058 81974389332 82821232197 90282604467 96824822182 98490113964 101225950463 110428309596 120376805956 122961583998 145237233273 158440618116 165642464394 180565208934 193649644364 202451900926 245923167996 270847813401 290474466546 303677851389 331284928788 361130417868 404903801852 435711699819 541695626802 580948933092 607355702778 871423399638 911033554167 1083391253604 1113485455093 1214711405556 1742846799276 1822067108334 2226970910186 3340456365279 3644134216668 4453941820372 6680912730558 10021369095837 13361825461116 20042738191674 40085476383348
• Sum of all divisors σ(n): 120263961819456
• Sum of proper divisors (its aliquot sum) s(n): 80178485436108
• 40085476383348 is an abundant number, because the sum of its proper divisors (80178485436108) is greater than itself. Its abundance is 40093009052760

Bases of 40085476383348

• Binary: 1001000111010100100000100101001001101001110100₂
• Hexadecimal: 0x247520949A74
• Base-36: E7J0HNUD0

Squares and roots of 40085476383348

• 40085476383348 squared (40085476383348²) is 1606845416879950254251689104
• 40085476383348 cubed (40085476383348³) is 64411164010032217668095151604730018640192
• The square root of 40085476383348 is 6331309.2155847197
• The cube root of 40085476383348 is 34223.8620286837

Scales and comparisons

• 40,085,476,383,348 seconds is equal to 1,274,594 years, 8 weeks, 22 hours, 55 minutes, 48 seconds.
• To count from 1 to 40,085,476,383,348 would take you about three million, one hundred eighty-six thousand, four hundred eighty-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 40085476383348 cubic inches would be around 2852 feet tall.

Recreational maths with 40085476383348

• 40085476383348 backwards is 84338367458004
• The number of decimal digits it has is: 14
• The sum of 40085476383348's digits is 63
• More coming soon!