137768640990156

Names of 137768640990156

• Cardinal: 137768640990156 can be written as One hundred thirty-seven trillion, seven hundred sixty-eight billion, six hundred forty million, nine hundred ninety thousand, one hundred fifty-six.

Scientific notation

• Scientific notation: 1.37768640990156 × 10¹⁴

Factors of 137768640990156

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 88

Divisors of 137768640990156

• Number of divisors d(n): 540
• Complete list of divisors:
  1 2 3 4 6 9 11 12 18 22 29 33 36 43 44 58 66 86 87 99 116 121 129 132 172 174 198 242 258 261 319 348 363 387 396 473 484 516 522 638 726 774 841 946 957 1044 1089 1247 1276 1331 1419 1452 1548 1682 1849 1892 1914 2178 2494 2523 2662 2838 2871 3364 3509 3698 3741 3828 3993 4257 4356 4988 5046 5203 5324 5547 5676 5742 7018 7396 7482 7569 7986 8514 9251 10092 10406 10527 11094 11223 11484 11979 13717 14036 14964 15138 15609 15972 16641 17028 18502 20339 20812 21054 22188 22446 23958 27434 27753 30276 31218 31581 33282 36163 37004 38599 40678 41151 42108 44892 46827 47916 53621 54868 55506 57233 61017 62436 63162 66564 72326 77198 79507 81356 82302 83259 93654 101761 107242 108489 111012 114466 115797 122034 123453 126324 144652 150887 154396 159014 160863 164604 166518 171699 183051 187308 203522 214484 216978 223729 228932 231594 238521 244068 246906 301774 305283 318028 321726 325467 333036 343398 347391 366102 397793 407044 433956 447458 452661 463188 477042 482589 493812 515097 589831 603548 610566 643452 650934 671187 686796 694782 715563 732204 795586 874577 894916 905322 915849 954084 965178 1030194 1119371 1179662 1193379 1221132 1301868 1342374 1357983 1389564 1431126 1555009 1591172 1659757 1749154 1769493 1810644 1831698 1930356 2013561 2060388 2238742 2305703 2359324 2386758 2461019 2623731 2684748 2715966 2862252 3110018 3319514 3358113 3418801 3498308 3538986 3580137 3663396 4027122 4375723 4477484 4611406 4665027 4773516 4922038 4979271 5247462 5308479 5431932 6220036 6488141 6639028 6716226 6837602 6917109 7077972 7160274 7383057 7871193 8054244 8751446 9222812 9330054 9620347 9844076 9958542 10074339 10256403 10494924 10616958 12976282 13127169 13432452 13675204 13834218 13995081 14320548 14766114 14937813 15742386 17105099 17502892 18660108 19240694 19464423 19917084 20148678 20512806 20751327 21233916 22149171 25362733 25952564 26254338 27668436 27990162 28861041 29532228 29875626 30769209 31484772 34210198 37606811 38481388 38928846 39381507 40297356 41025612 41502654 44298342 48132953 50725466 51315297 52508676 55980324 57722082 58393269 59751252 61538418 66865387 68420396 71369551 75213622 76088199 77857692 78763014 83005308 86583123 88596684 96265906 99145229 101450932 102630594 105823817 112820433 115444164 116786538 123076836 133730774 142739102 144398859 150427244 152176398 153945891 157526028 173166246 188156089 192531812 198290458 200596161 205261188 211647634 214108653 225640866 228264597 233573076 267461548 278990063 285478204 288797718 297435687 304352796 307891782 317471451 338461299 346332492 376312178 396580916 401192322 413674921 423295268 428217306 433196577 451281732 456529194 557980126 564468267 577595436 594871374 601788483 615783564 634942902 642325959 676922598 735519257 752624356 802384644 827349842 836970189 856434612 866393154 892307061 913058388 952414353 1090597519 1115960252 1128936534 1189742748 1203576966 1241024763 1269885804 1284651918 1353845196 1471038514 1654699684 1673940378 1693404801 1732786308 1784614122 1904828706 2069716979 2181195038 2206557771 2257873068 2407153932 2482049526 2510910567 2569303836 2875211641 2942077028 3068890693 3271792557 3347880756 3386809602 3569228244 3723074289 3809657412 4139433958 4362390076 4413115542 4550424131 4964099052 5021821134 5750423282 6137781386 6209150937 6543585114 6619673313 6773619204 7446148578 8090711827 8278867916 8625634923 8826231084 9100848262 9206672079 9815377671 10043642268 11500846564 11996572709 12275562772 12418301874 13087170228 13239346626 13651272393 14892297156 16181423654 17251269846 18201696524 18413344158 18627452811 19630755342 23993145418 24272135481 24836603748 25876904769 26478693252 27302544786 27620016237 31627328051 32362847308 34502539692 35989718127 36826688316 37254905622 39261510684 40953817179 47986290836 48544270962 51753809538 54605089572 55240032474 63254656102 71979436254 72816406443 74509811244 81907634358 88997830097 94881984153 97088541924 103507619076 107969154381 110480064948 126509312204 131962299799 143958872508 145632812886 163815268716 177995660194 189763968306 215938308762 263924599598 266993490291 284645952459 291265625772 347900608561 355991320388 379527936612 395886899397 431876617524 527849199196 533986980582 569291904918 695801217122 791773798794 800980470873 1043701825683 1067973961164 1138583809836 1187660698191 1391602434244 1583547597588 1601960941746 2087403651366 2375321396382 3131105477049 3203921883492 3826906694171 4174807302732 4750642792764 6262210954098 7653813388342 11480720082513 12524421908196 15307626776684 22961440165026 34442160247539 45922880330052 68884320495078 137768640990156
• Sum of all divisors σ(n): 406156687658904
• Sum of proper divisors (its aliquot sum) s(n): 268388046668748
• 137768640990156 is an abundant number, because the sum of its proper divisors (268388046668748) is greater than itself. Its abundance is 130619405678592

Bases of 137768640990156

• Binary: 11111010100110011000010111010000100101111001100₂
• Hexadecimal: 0x7D4CC2E84BCC
• Base-36: 1CU21FRIZ0

Squares and roots of 137768640990156

• 137768640990156 squared (137768640990156²) is 18980198440274491996088904336
• 137768640990156 cubed (137768640990156³) is 2614876144840095355820483566340228201716416
• The square root of 137768640990156 is 11737488.7003206951
• The cube root of 137768640990156 is 51647.5975725675

Scales and comparisons

• 137,768,640,990,156 seconds is equal to 4,380,616 years, 33 weeks, 21 hours, 42 minutes, 36 seconds.
• To count from 1 to 137,768,640,990,156 would take you about ten million, nine hundred fifty-one thousand, five hundred forty-one 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 137768640990156 cubic inches would be around 4304 feet tall.

Recreational maths with 137768640990156

• 137768640990156 backwards is 651099046867731
• The number of decimal digits it has is: 15
• The sum of 137768640990156's digits is 72
• More coming soon!