137700589917072

Names of 137700589917072

• Cardinal: 137700589917072 can be written as One hundred thirty-seven trillion, seven hundred billion, five hundred eighty-nine million, nine hundred seventeen thousand and seventy-two.

Scientific notation

• Scientific notation: 1.37700589917072 × 10¹⁴

Factors of 137700589917072

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 3257

Divisors of 137700589917072

• Number of divisors d(n): 640
• Complete list of divisors:
  1 2 3 4 6 7 8 12 13 14 16 21 24 26 28 39 42 48 52 56 61 78 84 91 104 112 122 156 168 182 183 208 244 273 312 336 364 366 379 427 488 546 624 631 728 732 758 793 854 976 1092 1137 1262 1281 1456 1464 1516 1586 1708 1893 2161 2184 2274 2379 2524 2562 2653 2928 3032 3172 3416 3786 4322 4368 4417 4548 4758 4927 5048 5124 5306 5551 6064 6344 6483 6832 7572 7959 8203 8644 8834 9096 9516 9854 10096 10248 10612 11102 12688 12966 13251 14781 15127 15144 15918 16406 16653 17288 17668 18192 19032 19708 20496 21224 22204 23119 24609 25932 26502 28093 29562 30254 30288 31836 32812 33306 34489 34576 35336 38064 38491 39416 42448 44408 45381 46238 49218 51864 53004 56186 57421 59124 60508 63672 65624 66612 68978 69357 70672 76982 78832 84279 88816 90762 92476 98436 103467 103728 106008 112372 114842 115473 118248 121016 127344 131248 131821 133224 137956 138714 153964 161833 168558 172263 181524 184952 196651 196872 206934 212016 224744 229684 230946 236496 239149 242032 263642 266448 269437 275912 277428 300547 307928 323666 337116 344526 363048 369904 393302 393744 395463 413868 449488 459368 461892 478298 485499 500383 527284 538874 551824 554856 589953 601094 615856 647332 674232 689052 717447 726096 786604 790926 808311 819019 827736 901641 918736 922747 923784 956596 970998 1000766 1054568 1077748 1109712 1179906 1202188 1294664 1348464 1363591 1378104 1434894 1501149 1573208 1581852 1616622 1638038 1655472 1674043 1713673 1803282 1845494 1847568 1913192 1941996 2001532 2103829 2109136 2155496 2359812 2404376 2457057 2589328 2727182 2756208 2768241 2869788 3002298 3108937 3146416 3163704 3233244 3276076 3348086 3427346 3502681 3606564 3690988 3826384 3883992 4003064 4090773 4207658 4310992 4719624 4808752 4914114 5022129 5141019 5454364 5536482 5733133 5739576 6004596 6217874 6311487 6327408 6466488 6552152 6696172 6854692 7005362 7213128 7381976 7767984 8006128 8181546 8415316 9326811 9439248 9545137 9828228 10044258 10282038 10508043 10647247 10908728 11072964 11466266 11479152 11995711 12009192 12435748 12622974 12932976 13104304 13392344 13709384 14010724 14426256 14588089 14763952 16363092 16830632 17199399 17726683 18653622 19090274 19656456 20088516 20564076 21016086 21294494 21762559 21817456 22145928 22932532 23991422 24018384 24871496 25245948 26784688 27418768 28021448 28635411 29176178 31941741 32726184 33661264 34398798 35453366 35987133 37307244 38180548 39312912 40177032 41128152 42032172 42588988 43525118 43764267 44291856 45865064 47982844 49742992 49960159 50491896 53180049 56042896 57270822 58352356 63883482 65287677 65452368 68797596 70906732 71974266 74530729 74614488 76361096 80354064 82256304 83179051 84064344 85177976 87050236 87528534 91730128 95965688 99920318 100983792 102116623 106360098 114541644 116704712 124086781 127766964 130575354 137595192 141813464 143948532 149061458 149228976 149880477 152722192 166358102 168128688 170355952 174100472 175057068 189645157 191931376 199840636 204233246 212720196 223592187 229083288 233409424 248173562 249537153 255533928 261150708 275190384 283626928 287897064 298122916 299760954 306349869 332716204 348200944 349721113 350114136 372260343 379290314 399681272 408466492 425440392 447184374 458166576 496347124 499074306 511067856 516800989 522301416 568935471 575794128 582253357 596245832 599521908 612699738 649482067 665432408 699442226 700228272 744520686 758580628 799362544 816932984 850880784 894368748 992694248 998148612 1033601978 1044602832 1049163339 1081327663 1137870942 1164506714 1192491664 1199043816 1225399476 1298964134 1327516099 1330864816 1398884452 1489041372 1517161256 1550402967 1633865968 1746760071 1788737496 1948446201 1985388496 1996297224 2067203956 2098326678 2162655326 2275741884 2329013428 2398087632 2450798952 2597928268 2655032198 2797768904 2978082744 3034322512 3100805934 3243982989 3493520142 3577474992 3617606923 3896892402 3982548297 3992594448 4134407912 4196653356 4325310652 4546374469 4551483768 4658026856 4901597904 5195856536 5310064396 5595537808 5956165488 6201611868 6487965978 6718412857 6987040284 7235213846 7569293641 7793784804 7965096594 8268815824 8393306712 8650621304 9092748938 9102967536 9316053712 10391713072 10620128792 10852820769 12403223736 12975931956 13436825714 13639123407 13974080568 14470427692 15138587282 15587569608 15930193188 16786613424 17301242608 18185497876 20155238571 21240257584 21705641538 22707880923 24806447472 25951863912 26873651428 27278246814 27948161136 28940855384 30277174564 31175139216 31524860329 31860386376 36370995752 40310477142 43411283076 45415761846 47028889999 51903727824 53747302856 54556493628 57881710768 60554349128 63049720658 63720772752 72741991504 80620954284 86822566152 90831523692 94057779998 94574580987 107494605712 109112987256 121108698256 126099441316 141086669997 161241908568 173645132304 181663047384 188115559996 189149161974 218225974512 220674022303 252198882632 282173339994 322483817136 363326094768 376231119992 378298323948 409823184277 441348044606 504397765264 564346679988 662022066909 752462239984 756596647896 819646368554 882696089212 1128693359976 1229469552831 1324044133818 1513193295792 1639292737108 1765392178424 2257386719952 2458939105662 2648088267636 2868762289939 3278585474216 3530784356848 4917878211324 5296176535272 5737524579878 6557170948432 8606286869817 9835756422648 10592353070544 11475049159756 17212573739634 19671512845296 22950098319512 34425147479268 45900196639024 68850294958536 137700589917072
• Sum of all divisors σ(n): 447082593771520
• Sum of proper divisors (its aliquot sum) s(n): 309382003854448
• 137700589917072 is an abundant number, because the sum of its proper divisors (309382003854448) is greater than itself. Its abundance is 171681413937376

Bases of 137700589917072

• Binary: 11111010011110011101010101111110101001110010000₂
• Hexadecimal: 0x7D3CEABF5390
• Base-36: 1CT6RZWUXC

Squares and roots of 137700589917072

• 137700589917072 squared (137700589917072²) is 18961452463509630951837053184
• 137700589917072 cubed (137700589917072³) is 2611003189909794322856297131724235413557248
• The square root of 137700589917072 is 11734589.4652123217
• The cube root of 137700589917072 is 51639.0923634869

Scales and comparisons

• 137,700,589,917,072 seconds is equal to 4,378,452 years, 42 weeks, 5 days, 17 hours, 51 minutes, 12 seconds.
• To count from 1 to 137,700,589,917,072 would take you about ten million, nine hundred forty-six thousand, one hundred thirty-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 137700589917072 cubic inches would be around 4303.3 feet tall.

Recreational maths with 137700589917072

• 137700589917072 backwards is 270719985007731
• The number of decimal digits it has is: 15
• The sum of 137700589917072's digits is 66
• More coming soon!