12948551374880

Names of 12948551374880

• Cardinal: 12948551374880 can be written as Twelve trillion, nine hundred forty-eight billion, five hundred fifty-one million, three hundred seventy-four thousand, eight hundred eighty.

Scientific notation

• Scientific notation: 1.294855137488 × 10¹³

Factors of 12948551374880

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 13654

Divisors of 12948551374880

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 4 5 8 10 11 16 17 20 22 23 32 34 40 44 46 55 68 80 85 88 92 110 115 121 127 136 160 170 176 184 187 220 230 242 253 254 272 340 352 368 374 391 440 460 484 506 508 544 605 635 680 736 748 782 880 920 935 968 1012 1016 1210 1265 1270 1360 1397 1496 1564 1760 1840 1870 1936 1955 2024 2032 2057 2159 2420 2530 2540 2720 2783 2794 2921 2992 3128 3680 3740 3872 3910 4048 4064 4114 4301 4318 4840 5060 5080 5566 5588 5842 5984 6256 6985 7480 7820 8096 8228 8602 8636 9680 10120 10160 10285 10795 11132 11176 11684 12512 13469 13915 13970 14605 14960 15367 15640 16456 17204 17272 19360 20240 20320 20570 21505 21590 22264 22352 23368 23749 26938 27830 27940 29210 29920 30734 31280 32131 32912 34408 34544 40480 41140 43010 43180 44528 44704 46736 47311 47498 49657 53876 55660 55880 58420 61468 62560 64262 65824 67345 68816 69088 76835 82280 86020 86360 89056 93472 94622 94996 99314 107752 111320 111760 116840 118745 122936 128524 134690 137632 148159 153670 160655 164560 172040 172720 189244 189992 198628 215504 222640 223520 228973 233680 236555 237490 245872 248285 257048 261239 269380 296318 307340 309787 321310 329120 344080 345440 353441 378488 379984 397256 431008 445280 457946 467360 473110 474980 491744 496570 514096 522478 538760 546227 592636 614680 619574 642620 688160 706882 740795 756976 759968 794512 915892 946220 949960 993140 1028192 1044956 1077520 1092454 1144865 1185272 1229360 1239148 1285240 1306195 1413764 1481590 1513952 1548935 1589024 1629749 1710563 1767205 1831784 1892440 1899920 1986280 2089912 2155040 2184908 2289730 2370544 2458720 2478296 2518703 2570480 2612390 2731135 2827528 2963180 3097870 3259498 3407657 3421126 3534410 3663568 3784880 3799840 3972560 4179824 4369816 4579460 4741088 4956592 5037406 5140960 5224780 5266379 5462270 5655056 5926360 6008497 6195740 6518996 6815314 6842252 7068820 7327136 7569760 7945120 8148745 8359648 8552815 8739632 9158920 9913184 10074812 10449560 10532758 10924540 11310112 11852720 12016994 12391480 12593515 13037992 13630628 13684504 14137640 16297490 17038285 17105630 17479264 18317840 18816193 20149624 20899120 21065516 21849080 23705440 24033988 24782960 25187030 26075984 26331895 27261256 27369008 27705733 28275280 29079571 30042485 32594980 34076570 34211260 36635680 37484227 37632386 39342949 40299248 41798240 42131032 43698160 48067976 49565920 50374060 52151968 52663790 54522512 54738016 55411466 56550560 57930169 58159142 60084970 65189960 68153140 68422520 74968454 75264772 78685898 80598496 84262064 87396320 94080965 96135952 100748120 105327580 109045024 110822932 115860338 116318284 120169940 130379920 136306280 136845040 138528665 145397855 149936908 150529544 157371796 168524128 187421135 188161930 192271904 196714745 201496240 206978123 210655160 221645864 231720676 232636568 240339880 260759840 272612560 273690080 277057330 289650845 290795710 299873816 301059088 314743592 319875281 374842270 376323860 393429490 402992480 413956246 421310320 432772439 443291728 463441352 465273136 480679760 545225120 554114660 579301690 581591420 599747632 602118176 629487184 637231859 639750562 668830133 749684540 752647720 786858980 827912492 842620640 865544878 886583456 926882704 930546272 961359520 1034890615 1108229320 1158603380 1163182840 1199495264 1258974368 1274463718 1279501124 1337660266 1499369080 1505295440 1573717960 1599376405 1655824984 1731089756 1853765408 2069781230 2163862195 2216458640 2317206760 2326365680 2548927436 2559002248 2675320532 2998738160 3010590880 3147435920 3186159295 3198752810 3311649968 3344150665 3462179512 3518628091 4139562460 4327724390 4432917280 4634413520 4652731360 4760496829 5097854872 5118004496 5350641064 5997476320 6294871840 6372318590 6397505620 6623299936 6688301330 6924359024 7037256182 7357131463 8279124920 8655448780 9268827040 9520993658 10195709744 10236008992 10701282128 12744637180 12795011240 13376602660 13848718048 14074512364 14714262926 16558249840 17310897560 17593140455 19041987316 20391419488 21402564256 23802484145 25489274360 25590022480 26753205320 28149024728 29428525852 33116499680 34621795120 35186280910 36785657315 38083974632 47604968290 50978548720 51180044960 53506410640 56298049456 58857051704 69243590240 70372561820 73571314630 76167949264 80928446093 95209936580 101957097440 107012821280 112596098912 117714103408 140745123640 147142629260 152335898528 161856892186 190419873160 235428206816 281490247280 294285258520 323713784372 380839746320 404642230465 562980494560 588570517040 647427568744 761679492640 809284460930 1177141034080 1294855137488 1618568921860 2589710274976 3237137843720 6474275687440 12948551374880
• Sum of all divisors σ(n): 37445941370880
• Sum of proper divisors (its aliquot sum) s(n): 24497389996000
• 12948551374880 is an abundant number, because the sum of its proper divisors (24497389996000) is greater than itself. Its abundance is 11548838621120

Bases of 12948551374880

• Binary: 10111100011011010001110011100001100000100000₂
• Hexadecimal: 0xBC6D1CE1820
• Base-36: 4L8HD60BK

Squares and roots of 12948551374880

• 12948551374880 squared (12948551374880²) is 167664982707906738295014400
• 12948551374880 cubed (12948551374880³) is 2171018642361697221596725056169398272000
• The square root of 12948551374880 is 3598409.5618592389
• The cube root of 12948551374880 is 23482.2871655045

Scales and comparisons

• 12,948,551,374,880 seconds is equal to 411,723 years, 45 weeks, 5 days, 18 hours, 21 minutes, 20 seconds.
• To count from 1 to 12,948,551,374,880 would take you about one million, twenty-nine thousand, three hundred nine 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 12948551374880 cubic inches would be around 1956.9 feet tall.

Recreational maths with 12948551374880

• 12948551374880 backwards is 08847315584921
• The number of decimal digits it has is: 14
• The sum of 12948551374880's digits is 65
• More coming soon!