137400217599050

Names of 137400217599050

• Cardinal: 137400217599050 can be written as One hundred thirty-seven trillion, four hundred billion, two hundred seventeen million, five hundred ninety-nine thousand and fifty.

Scientific notation

• Scientific notation: 1.3740021759905 × 10¹⁴

Factors of 137400217599050

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 388

Divisors of 137400217599050

• Number of divisors d(n): 648
• Complete list of divisors:
  1 2 5 7 10 14 19 25 35 38 49 50 70 95 97 98 101 133 157 175 190 194 202 245 266 314 350 361 475 485 490 505 665 679 707 722 785 931 950 970 1010 1099 1225 1330 1358 1414 1570 1805 1843 1862 1919 2198 2425 2450 2525 2527 2983 3325 3395 3535 3610 3686 3838 3925 4655 4753 4850 4949 5050 5054 5495 5966 6650 6790 7070 7693 7850 9025 9215 9310 9506 9595 9797 9898 10201 10990 12635 12901 13433 14915 15229 15386 15857 16975 17675 17689 18050 18430 19190 19594 20402 20881 23275 23765 24745 25270 25802 26866 27475 29830 30458 31714 33950 35017 35350 35378 36461 38465 41762 46075 46550 47530 47975 48985 49490 51005 54950 56677 63175 64505 67165 68579 70034 71407 72922 74575 76145 76930 79285 88445 90307 92150 94031 95950 97970 102010 104405 106603 110999 113354 118825 123725 126350 129010 134330 137158 142814 146167 149150 152290 158570 175085 176890 180614 182305 186143 188062 192325 193819 208810 213206 221998 237650 244925 245119 247450 255025 255227 283385 289351 292334 301283 322525 335825 342895 350170 357035 364610 372286 380725 384650 387638 396425 396739 442225 451535 470155 480053 489850 490238 499849 510050 510454 522025 533015 554995 566770 578702 602566 645050 671650 685790 714070 730835 746221 761450 776993 792850 793478 875425 884450 903070 911525 930715 940310 960106 969095 989497 999698 1044050 1066030 1109990 1225595 1276135 1303001 1356733 1416925 1446755 1461670 1492442 1506415 1538129 1553986 1601557 1714475 1715833 1750850 1785175 1786589 1823050 1861430 1938190 1978994 1983695 2025457 2108981 2257675 2350775 2400265 2451190 2499245 2552270 2606002 2665075 2713466 2774975 2777173 2833850 2893510 3012830 3076258 3203114 3428950 3431666 3536717 3570350 3573178 3654175 3682561 3731105 3884965 3967390 4050914 4217962 4515350 4653575 4701550 4800530 4845475 4947485 4998490 5330150 5497669 5549950 5554346 5724377 6127975 6380675 6515005 6783665 6926479 7073434 7233775 7308350 7365122 7462210 7532075 7690645 7769930 8007785 8579165 8932945 9121007 9307150 9497131 9690950 9894970 9918475 10127285 10544905 10766903 10995338 11210899 11448754 12001325 12255950 12496225 12761350 13030010 13567330 13852958 13885865 14178199 14467550 14762867 15064150 15381290 16015570 17158330 17683585 17865890 18242014 18412805 18655525 18800443 18994262 19424825 19836950 20254570 21089810 21533806 22421798 24002650 24737425 24757019 24992450 25777927 27488345 27771730 28356398 28621885 29224451 29525734 30429583 32575025 33918325 34632395 35367170 36825610 37311050 37600886 38453225 38483683 38849650 40038925 40070639 42895825 44664725 45605035 47485655 48485353 49474850 49514038 50636425 51555854 52724525 53834515 54976690 56054495 57243770 58448902 60859166 65150050 67836650 69264790 69429325 70890995 73814335 75368321 76906450 76967366 78476293 80077850 80141278 85791650 88417925 89329450 91210070 92064025 94002215 94971310 96970706 101272850 105449050 107669030 112108990 123785095 128889635 131603101 137441725 138858650 141781990 143109425 146122255 147628670 150736642 152147915 155351029 156952586 173161975 173299133 176835850 180445489 184128050 188004430 192418415 200353195 204571157 213007081 228025175 237428275 242426765 247570190 257779270 263206202 269172575 269385781 274883450 280272475 280494473 286218850 292244510 304295830 310702058 346323950 346598266 354454975 357208417 360890978 369071675 376841605 384836830 392381465 400706390 409142314 426014162 456050350 470011075 474856550 484853530 538345150 538771562 555264569 560544950 560988946 578162077 618925475 644448175 658015505 708909950 714416834 730611275 738143350 753683210 760739575 776755145 784762930 866495665 902227445 921221707 940022150 962092075 1001765975 1022855785 1065035405 1087457203 1110529138 1156324154 1212133825 1237850950 1288896350 1316031010 1346928905 1402472365 1431998099 1461222550 1491049567 1521479150 1553510290 1732991330 1786042085 1804454890 1842443414 1884208025 1924184150 1961907325 2003531950 2045711570 2130070810 2174914406 2424267650 2500458919 2693857810 2776322845 2804944730 2863996198 2890810385 2951669551 2982099134 3290077525 3572084170 3768416050 3883775725 3886851983 3923814650 4047134539 4332478325 4511137225 4606108535 5000917838 5114278925 5325177025 5437286015 5552645690 5781620770 5903339102 6580155050 6734644525 7012361825 7159990495 7455247835 7612200421 7767551450 7773703966 8094269078 8664956650 8930210425 9022274450 9212217070 10228557850 10650354050 10874572030 12502294595 13469289050 13881614225 14024723650 14319980990 14454051925 14758347755 14910495670 15224400842 17503212433 17860420850 19434259915 20235672695 20661686857 23030542675 25004589190 27186430075 27207963881 27763228450 28329941773 28908103850 29516695510 35006424866 35799952475 37276239175 38061002105 38868519830 40471345390 41323373714 46061085350 54372860150 54415927762 56081721469 56659883546 62511472975 71599904950 73791738775 74552478350 76122004210 87516062165 97171299575 101178363475 103308434285 112163442938 125022945950 136039819405 141649708865 144631807999 147583477550 175032124330 190305010525 194342599150 202356726950 206616868570 272079638810 280408607345 283299417730 289263615998 380610021050 392572050283 437580310825 516542171425 560817214690 680199097025 708248544325 723159039995 785144100566 875160621650 1033084342850 1360398194050 1402043036725 1416497088650 1446318079990 1962860251415 2748004351981 2804086073450 3615795199975 3925720502830 5496008703962 7231590399950 9814301257075 13740021759905 19628602514150 27480043519810 68700108799525 137400217599050
• Sum of all divisors σ(n): 322203046443012
• Sum of proper divisors (its aliquot sum) s(n): 184802828843962
• 137400217599050 is an abundant number, because the sum of its proper divisors (184802828843962) is greater than itself. Its abundance is 47402611244912

Bases of 137400217599050

• Binary: 11111001111011011111011001010010111110001001010₂
• Hexadecimal: 0x7CF6FB297C4A
• Base-36: 1CPCSDZN0Q

Squares and roots of 137400217599050

• 137400217599050 squared (137400217599050²) is 18878819796266289346560902500
• 137400217599050 cubed (137400217599050³) is 2593953948020240944955576840273151142625000
• The square root of 137400217599050 is 11721783.8915009007
• The cube root of 137400217599050 is 51601.5174922601

Scales and comparisons

• 137,400,217,599,050 seconds is equal to 4,368,901 years, 47 weeks, 3 days, 6 hours, 50 minutes, 50 seconds.
• To count from 1 to 137,400,217,599,050 would take you about ten million, nine hundred twenty-two thousand, two hundred fifty-four 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 137400217599050 cubic inches would be around 4300.1 feet tall.

Recreational maths with 137400217599050

• 137400217599050 backwards is 050995712004731
• The number of decimal digits it has is: 15
• The sum of 137400217599050's digits is 53
• More coming soon!