13090278990120

Names of 13090278990120

• Cardinal: 13090278990120 can be written as Thirteen trillion, ninety billion, two hundred seventy-eight million, nine hundred ninety thousand, one hundred twenty.

Scientific notation

• Scientific notation: 1.309027899012 × 10¹³

Factors of 13090278990120

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 382

Divisors of 13090278990120

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 5 6 8 10 12 15 20 24 30 40 41 53 60 67 82 106 120 123 134 159 164 201 205 211 212 246 265 268 318 328 335 402 410 422 424 492 530 536 615 633 636 670 795 804 820 844 984 1005 1055 1060 1230 1266 1272 1340 1590 1608 1640 1688 2010 2110 2120 2173 2460 2532 2680 2747 2809 3165 3180 3551 4020 4220 4346 4489 4920 5064 5494 5618 6330 6360 6519 7102 8040 8241 8427 8440 8651 8692 8978 10653 10865 10988 11183 11236 12660 13038 13467 13735 14045 14137 14204 16482 16854 17302 17384 17755 17956 21306 21730 21976 22366 22445 22472 25320 25953 26076 26934 27470 28090 28274 28408 32595 32964 33549 33708 34604 35510 35912 41205 42135 42411 42612 43255 43460 44732 44890 51906 52152 53265 53868 54940 55915 56180 56548 65190 65928 67098 67335 67416 69208 70685 71020 82410 84270 84822 85224 86510 86920 89464 89780 103812 106530 107736 109880 111830 112360 113096 115169 129765 130380 134196 134670 141370 142040 145591 164820 167745 168540 169644 173020 179560 184049 188203 207624 212055 213060 223660 230338 237917 259530 260760 268392 269340 282740 291182 329640 335490 337080 339288 345507 346040 368098 376406 424110 426120 436773 447320 458503 460676 475834 519060 538680 552147 564609 565480 575845 579617 582364 592699 670980 691014 713751 727955 736196 749261 752812 848220 873546 917006 920245 921352 941015 947179 951668 1038120 1104294 1129218 1151690 1159234 1164728 1185398 1189585 1341960 1375509 1382028 1427502 1455910 1472392 1498522 1505624 1696440 1727535 1738851 1747092 1778097 1834012 1840490 1882030 1894358 1903336 2183865 2208588 2247783 2258436 2292515 2303380 2318468 2370796 2379170 2751018 2760735 2764056 2823045 2841537 2855004 2898085 2911820 2963495 2997044 3455070 3477702 3494184 3556194 3568755 3668024 3680980 3746305 3764060 3788716 4367730 4417176 4495566 4516872 4585030 4606760 4636936 4735895 4741592 4758340 5502036 5521470 5646090 5683074 5710008 5796170 5823640 5926990 5994088 6877545 6910140 6955404 7112388 7137510 7361960 7492610 7528120 7577432 7716323 8694255 8735460 8890485 8991132 9170060 9471790 9516680 9754597 11004072 11042940 11238915 11292180 11366148 11592340 11853980 12609601 13755090 13820280 13910808 14207685 14224776 14275020 14985220 15432646 17388510 17470920 17780970 17982264 18340120 18943580 19509194 22085880 22477830 22584360 22732296 23148969 23184680 23707960 24300659 25219202 27510180 28415370 28550040 29263791 29970440 30719701 30865292 34777020 35561940 37828803 37887160 38581615 38834339 39018388 39710833 44955660 46297938 48601318 48772985 50200487 50438404 55020360 56830740 58527582 61439402 61730584 63048005 69554040 71123880 72901977 75657606 77163230 77668678 78036776 79421666 89911320 92159103 92595876 97202636 97545970 100400974 100876808 113661480 115744845 116503017 117055164 119132499 121503295 122878804 126096010 145803954 146318955 150601461 151315212 153598505 154326460 155337356 158843332 184318206 185191752 189144015 194171695 194405272 195091940 198554165 200801948 231489690 233006034 234110328 238264998 243006590 245757608 251002435 252192020 291607908 292637910 301202922 302630424 307197010 308652920 310674712 317686664 364509885 368636412 378288030 388343390 390183880 397108330 401603896 460795515 462979380 466012068 476529996 486013180 502004870 504384040 516993641 582515085 583215816 585275820 595662495 602405844 614394020 729019770 737272824 753007305 756576060 776686780 794216660 921591030 925958760 932024136 953059992 972026360 1004009740 1033987282 1165030170 1170551640 1191324990 1204811688 1228788040 1458039540 1506014610 1513152120 1550980923 1553373560 1588433320 1628144153 1843182060 2008019480 2058219967 2067974564 2330060340 2382649980 2584968205 2660625811 2916079080 3012029220 3101961846 3256288306 3686364120 4116439934 4135949128 4660120680 4765299960 4884432459 5169936410 5321251622 6024058440 6174659901 6203923692 6512576612 7754904615 7981877433 8140720765 8232879868 9768864918 10291099835 10339872820 10642503244 12349319802 12407847384 13025153224 13303129055 15509809230 15963754866 16281441530 16465759736 19537729836 20582199670 20679745640 21285006488 24422162295 24698639604 26606258110 30873299505 31019618460 31927509732 32562883060 39075459672 39909387165 41164399340 48844324590 49397279208 53212516220 61746599010 62039236920 63855019464 65125766120 79818774330 82328798680 97688649180 106425032440 109085658251 123493198020 159637548660 195377298360 218171316502 246986396040 319275097320 327256974753 436342633004 545428291255 654513949506 872685266008 1090856582510 1309027899012 1636284873765 2181713165020 2618055798024 3272569747530 4363426330040 6545139495060 13090278990120
• Sum of all divisors σ(n): 41820385199040
• Sum of proper divisors (its aliquot sum) s(n): 28730106208920
• 13090278990120 is an abundant number, because the sum of its proper divisors (28730106208920) is greater than itself. Its abundance is 15639827218800

Bases of 13090278990120

• Binary: 10111110011111010001011011011110000100101000₂
• Hexadecimal: 0xBE7D16DE128
• Base-36: 4N1LA4O4O

Squares and roots of 13090278990120

• 13090278990120 squared (13090278990120²) is 171355404039177087057614400
• 13090278990120 cubed (13090278990120³) is 2243090045337563608084391950288369728000
• The square root of 13090278990120 is 3618049.0585562823
• The cube root of 13090278990120 is 23567.6511391581

Scales and comparisons

• 13,090,278,990,120 seconds is equal to 416,230 years, 19 weeks, 5 days, 16 hours, 22 minutes.
• To count from 1 to 13,090,278,990,120 would take you about one million, forty thousand, five hundred seventy-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 13090278990120 cubic inches would be around 1964 feet tall.

Recreational maths with 13090278990120

• 13090278990120 backwards is 02109987209031
• The number of decimal digits it has is: 14
• The sum of 13090278990120's digits is 51
• More coming soon!