137318377950

Names of 137318377950

• Cardinal: 137318377950 can be written as One hundred thirty-seven billion, three hundred eighteen million, three hundred seventy-seven thousand, nine hundred fifty.

Scientific notation

• Scientific notation: 1.3731837795 × 10¹¹

Factors of 137318377950

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 303

Divisors of 137318377950

• Number of divisors d(n): 768
• Complete list of divisors:
  1 2 3 5 6 9 10 13 15 18 19 25 26 27 30 38 39 43 45 50 54 57 61 65 75 78 86 90 95 114 117 122 129 130 135 150 157 171 183 190 195 215 225 234 247 258 270 285 305 314 325 342 351 366 387 390 430 450 471 475 494 513 549 559 570 585 610 645 650 675 702 741 774 785 793 817 855 915 942 950 975 1026 1075 1098 1118 1159 1161 1170 1235 1290 1350 1413 1425 1482 1525 1570 1586 1634 1647 1677 1710 1755 1830 1935 1950 2041 2150 2223 2318 2322 2355 2379 2451 2470 2565 2623 2745 2795 2826 2850 2925 2983 3050 3225 3294 3354 3477 3510 3705 3870 3925 3965 4082 4085 4239 4275 4446 4575 4710 4758 4902 5031 5130 5246 5490 5590 5795 5805 5850 5966 6123 6175 6450 6669 6751 6954 7065 7137 7353 7410 7850 7869 7930 8170 8235 8385 8478 8550 8775 8949 9150 9577 9675 10062 10205 10431 10621 11115 11590 11610 11775 11895 12246 12255 12350 12825 13115 13338 13502 13725 13975 14130 14274 14706 14915 15067 15093 15738 16470 16770 17385 17550 17898 18369 18525 19154 19350 19825 20253 20410 20425 20862 21195 21242 21411 22059 22230 23550 23607 23790 24510 25155 25650 26230 26847 27450 27950 28731 28975 29025 29830 30134 30186 30615 31293 31863 33345 33755 34099 34770 35325 35685 36738 36765 37050 38779 39345 39650 40506 40850 41175 41925 42390 42822 44118 44745 45201 47214 47885 49837 50310 51025 52155 53105 53694 55107 55575 57462 57950 58050 59475 60759 61230 61275 62586 63726 65575 66690 67510 68198 70650 70821 71370 73530 74575 75335 75465 77558 78690 80541 82350 83850 86193 86925 87763 89490 90402 91845 95589 95770 99674 101265 102050 102297 104310 105975 106210 107055 110214 110295 111150 116337 118035 118950 121518 122550 124501 125775 128269 131150 134235 135603 141642 143655 149150 149511 150670 150930 153075 156465 159315 161082 166725 168775 170495 172386 173850 175526 178425 181963 182277 183690 183825 191178 193895 196725 202530 204594 211950 214110 220590 223725 226005 232674 236070 239425 249002 249185 251550 256538 258579 260775 263289 265525 268470 271206 275535 286767 287310 299022 303795 306150 306891 312930 318630 333450 337550 340990 349011 354105 356850 363926 364554 367650 373503 376675 377325 384807 387790 393450 402705 406809 411811 430965 438815 447450 448533 452010 459225 477945 478850 498370 506325 511485 517158 521550 526578 531050 535275 545889 551070 551475 573534 581685 590175 607590 613782 622505 641345 647881 671175 678015 698022 708210 718275 747006 747555 753350 754650 769614 782325 789867 796575 805410 813618 823622 852475 861930 877630 897066 909815 911385 918450 920673 955890 969475 1012650 1022970 1047033 1070550 1091778 1102950 1120509 1130025 1154421 1163370 1180350 1235433 1245010 1245925 1282690 1292895 1295762 1316445 1342350 1345599 1356030 1377675 1433835 1436550 1495110 1518975 1534455 1564650 1579734 1593150 1637667 1667497 1704950 1745055 1770525 1819630 1822770 1841346 1867515 1924035 1938950 1943643 2013525 2034045 2059055 2094066 2154825 2194075 2241018 2242665 2260050 2308842 2365519 2369601 2389725 2470866 2491850 2557425 2585790 2632890 2691198 2729445 2755350 2867670 2908425 3037950 3068910 3112525 3206725 3239405 3275334 3334994 3361527 3390075 3463263 3490110 3541050 3706299 3735030 3737775 3848070 3887286 3949335 4027050 4068090 4118110 4309650 4388150 4485330 4549075 4556925 4603365 4731038 4739202 4779450 4913001 5002491 5114850 5235165 5353543 5458890 5602545 5772105 5816850 5830929 6177165 6225050 6413450 6464475 6478810 6582225 6723054 6727995 6780150 6926526 7096557 7169175 7412598 7475550 7672275 7824409 7898670 8188335 8337485 8725275 9098150 9113850 9206730 9337575 9620175 9718215 9826002 10004982 10170225 10295275 10470330 10707086 11118897 11205090 11213325 11544210 11661858 11827595 11848005 12354330 12928950 13164450 13455990 13647225 14193114 14338350 15007473 15344550 15648818 16060629 16197025 16376670 16674970 16807635 17316315 17450550 17492787 18531495 18675150 19240350 19436430 19746675 20340450 20590550 21289671 22237794 22426650 23016825 23473227 23655190 23696010 24565005 25012455 26175825 26767715 27294450 28012725 28860525 29154645 30014946 30885825 32121258 32394050 33615270 33639975 34632630 34985574 35482785 37062990 39122045 39493350 40941675 41687425 42579342 45022419 46033650 46946454 48181887 48591075 49130010 50024910 52351650 53535430 55594485 56025450 57721050 58309290 59137975 59240025 61771650 63869013 67279950 70419681 70965570 75037365 78244090 80303145 81883350 83374850 84038175 86581575 87463935 90044838 92657475 96363774 97182150 101717317 106448355 111188970 117366135 118275950 118480050 122825025 125062275 127738026 133838575 140839362 144545661 145773225 150074730 160606290 168076350 173163150 174927870 177413925 185314950 195610225 203434634 211259043 212896710 225112095 234732270 240909435 245650050 250124550 267677150 277972425 289091322 291546450 305151951 319345065 352098405 354827850 375186825 391220450 401515725 422518086 437319675 450224190 481818870 508586585 532241775 555944850 586830675 610303902 638690130 704196810 722728305 750373650 803031450 874639350 915455853 1017173170 1056295215 1064483550 1125560475 1173661350 1204547175 1445456610 1525759755 1596725325 1760492025 1830911706 2112590430 2251120950 2409094350 2542932925 2746367559 3051519510 3193450650 3520984050 3613641525 4577279265 5085865850 5281476075 5492735118 7227283050 7628798775 9154558530 10562952150 13731837795 15257597550 22886396325 27463675590 45772792650 68659188975 137318377950
• Sum of all divisors σ(n): 448954598400
• Sum of proper divisors (its aliquot sum) s(n): 311636220450
• 137318377950 is an abundant number, because the sum of its proper divisors (311636220450) is greater than itself. Its abundance is 174317842500

Bases of 137318377950

• Binary: 1111111111000110100000010100111011110₂
• Hexadecimal: 0x1FF8D029DE
• Base-36: 1R2ZTEJI

Squares and roots of 137318377950

• 137318377950 squared (137318377950²) is 18856336922819046202500
• 137318377950 cubed (137318377950³) is 2589321600320205765893407234875000
• The square root of 137318377950 is 370564.9443080119
• The cube root of 137318377950 is 5159.1270325525

Scales and comparisons

• 137,318,377,950 seconds is equal to 4,366 years, 15 weeks, 4 days, 1 hour, 52 minutes, 30 seconds.
• To count from 1 to 137,318,377,950 would take you about eight thousand, seven 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 137318377950 cubic inches would be around 429.9 feet tall.

Recreational maths with 137318377950

• 137318377950 backwards is 059773813731
• 137318377950 is a Harshad number.
• The number of decimal digits it has is: 12
• The sum of 137318377950's digits is 54
• More coming soon!