139511675940

Names of 139511675940

• Cardinal: 139511675940 can be written as One hundred thirty-nine billion, five hundred eleven million, six hundred seventy-five thousand, nine hundred forty.

Scientific notation

• Scientific notation: 1.3951167594 × 10¹¹

Factors of 139511675940

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 321

Divisors of 139511675940

• Number of divisors d(n): 768
• Complete list of divisors:
  1 2 3 4 5 6 7 10 12 13 14 15 20 21 26 28 30 35 39 42 43 49 52 60 65 67 70 78 84 86 91 98 105 129 130 134 140 147 156 172 181 182 195 196 201 210 215 245 258 260 268 273 294 301 335 343 362 364 390 402 420 430 455 469 490 516 543 546 559 588 602 637 645 670 686 724 735 780 804 860 871 903 905 910 938 980 1005 1029 1086 1092 1118 1204 1267 1274 1290 1340 1365 1372 1407 1470 1505 1677 1715 1742 1806 1810 1820 1876 1911 2010 2058 2107 2172 2236 2345 2353 2534 2548 2580 2613 2715 2730 2795 2814 2881 2940 3010 3185 3283 3354 3430 3484 3612 3620 3801 3822 3913 4020 4116 4214 4355 4459 4515 4690 4706 5068 5145 5226 5430 5460 5590 5628 5762 6020 6097 6321 6335 6370 6566 6708 6860 7035 7059 7602 7644 7783 7826 8385 8428 8643 8710 8869 8918 9030 9380 9412 9555 9849 10290 10452 10535 10860 11180 11524 11739 11765 12127 12194 12642 12670 12740 13065 13132 13377 14070 14118 14405 14749 15204 15566 15652 16415 16471 16770 17286 17420 17738 17836 18060 18291 19005 19110 19565 19698 20167 20580 21070 22295 22981 23349 23478 23530 24254 24388 25284 25340 26130 26607 26754 27391 28140 28236 28810 29498 30485 31132 31605 32830 32942 33540 34572 35295 35476 36381 36582 37453 38010 38220 38915 39130 39396 40334 42140 42679 43215 44247 44345 44590 45962 46698 46956 47060 48508 49245 49413 52260 53214 53508 54481 54782 57620 58695 58996 60501 60635 60970 62083 63210 65660 65884 66885 68943 70590 72762 73164 73745 74906 76020 77830 78260 80668 82173 82355 84889 85358 86430 88494 88690 89180 91455 91924 93396 98490 98826 100835 101179 106428 108962 109564 112359 114905 115297 116745 117390 121002 121270 121940 124166 126420 128037 133035 133770 136955 137886 141169 141180 145524 147490 149812 155660 157651 163443 164346 164710 169778 170716 172860 176988 177380 181905 182910 186249 187265 191737 196980 197652 201670 202358 213395 217924 221235 224718 229810 230594 233490 234780 242004 242540 247065 248332 254667 256074 262171 266070 267540 272405 273910 275772 282338 294980 298753 302505 303537 310415 315302 326886 328692 329420 339556 344715 345891 363810 365820 372498 374530 381367 383474 403340 404716 410865 423507 424445 426790 442470 449436 459620 461188 466980 472953 494130 505895 509334 512148 521461 524342 532140 544810 547820 561795 564676 575211 576485 594223 597506 605010 607074 620830 630604 640185 653772 689430 691782 705845 708253 727620 744996 749060 762734 766948 786513 788255 807079 817215 821730 847014 848890 853580 884940 896259 931245 945906 958685 988183 988260 1011790 1018668 1042922 1048684 1089620 1103557 1123590 1144101 1150422 1152970 1188446 1195012 1210020 1214148 1241660 1273335 1280370 1310855 1378860 1383564 1411690 1416506 1493765 1517685 1525468 1564383 1573026 1576510 1614158 1634430 1643460 1694028 1697780 1729455 1782669 1792518 1835197 1862490 1891812 1906835 1917370 1976366 2023580 2085844 2117535 2124759 2207114 2247180 2288202 2300844 2305940 2364765 2376892 2421237 2546670 2560740 2607305 2621710 2669569 2823380 2833012 2876055 2964549 2971115 2987530 3035370 3128766 3146052 3153020 3228316 3268860 3310671 3458910 3541265 3565338 3585036 3650227 3670394 3724980 3813670 3834740 3932565 3952732 4035395 4159561 4235070 4249518 4414228 4481295 4576404 4729530 4842474 4940915 4957771 5093340 5214610 5243420 5339138 5505591 5517785 5720505 5752110 5929098 5942230 5975060 6070740 6257532 6621342 6778993 6917820 7082530 7130676 7300454 7340788 7627340 7724899 7821915 7865130 8008707 8070790 8319122 8470140 8499036 8913345 8962590 9175985 9459060 9684948 9881830 9915542 10429220 10623795 10678276 10950681 11011182 11035570 11441010 11504220 11858196 11884460 12106185 12478683 12846379 13242684 13347845 13557986 14165060 14600908 14822745 14873313 15449798 15643830 15730260 16017414 16141580 16553355 16638244 17826690 17925180 18251135 18351970 19763660 19831084 20336979 20797805 21247590 21901362 22022364 22071140 22882020 23174697 24212370 24788855 24957366 25551589 25692758 26695690 27115972 27527955 29645490 29746626 30899596 31287660 32034828 33106710 33894965 34704397 35653380 36502270 36703940 38539137 38624495 40043535 40673958 41595610 42495180 43802724 46349394 47452951 48424740 49577710 49914732 51103178 51385516 53391380 54074293 54753405 55055910 59290980 59493252 62393415 64231895 66213420 67789930 69408794 73004540 74366565 76654767 77078274 77248990 80087070 81347916 83191220 92698788 94905902 99155420 101684895 102206356 104113191 108148586 109506810 110111820 115873485 124786830 127757945 128463790 135579860 138817588 142358853 148733130 153309534 154156548 154497980 160174140 162222879 173521985 178861123 189811804 192695685 203369790 208226382 216297172 219013620 231746970 237264755 249573660 255515890 256927580 270371465 284717706 297466260 306619068 324445758 332170657 347043970 357722246 383273835 385391370 406739580 416452764 463493940 474529510 511031780 520565955 536583369 540742930 569435412 648891516 664341314 694087940 711794265 715444492 766547670 770782740 811114395 894305615 949059020 996511971 1041131910 1073166738 1081485860 1328682628 1423588530 1533095340 1622228790 1660853285 1788611230 1993023942 2082263820 2146333476 2325194599 2682916845 2847177060 3244457580 3321706570 3577222460 3986047884 4650389198 4982559855 5365833690 6643413140 6975583797 9300778396 9965119710 10731667380 11625972995 13951167594 19930239420 23251945990 27902335188 34877918985 46503891980 69755837970 139511675940
• Sum of all divisors σ(n): 512306995200
• Sum of proper divisors (its aliquot sum) s(n): 372795319260
• 139511675940 is an abundant number, because the sum of its proper divisors (372795319260) is greater than itself. Its abundance is 233283643320

Bases of 139511675940

• Binary: 10000001111011100010110011110000100100₂
• Hexadecimal: 0x207B8B3C24
• Base-36: 1S39NE3O

Squares and roots of 139511675940

• 139511675940 squared (139511675940²) is 19463507723587574883600
• 139511675940 cubed (139511675940³) is 2715386582188836841371286420584000
• The square root of 139511675940 is 373512.6181804305
• The cube root of 139511675940 is 5186.4498789165

Scales and comparisons

• 139,511,675,940 seconds is equal to 4,436 years, 2 weeks, 11 hours, 19 minutes.
• To count from 1 to 139,511,675,940 would take you about eight thousand, eight hundred seventy-two 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 139511675940 cubic inches would be around 432.2 feet tall.

Recreational maths with 139511675940

• 139511675940 backwards is 049576115931
• The number of decimal digits it has is: 12
• The sum of 139511675940's digits is 51
• More coming soon!