130040700936250

Names of 130040700936250

• Cardinal: 130040700936250 can be written as One hundred thirty trillion, forty billion, seven hundred million, nine hundred thirty-six thousand, two hundred fifty.

Scientific notation

• Scientific notation: 1.3004070093625 × 10¹⁴

Factors of 130040700936250

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 89928

Divisors of 130040700936250

• Number of divisors d(n): 320
• Complete list of divisors:
  1 2 5 10 13 17 25 26 29 34 50 58 65 85 125 130 145 170 181 221 250 290 325 362 377 425 442 493 625 650 725 754 850 905 986 1105 1250 1450 1625 1810 1885 2125 2210 2353 2465 3077 3250 3625 3770 4250 4525 4706 4930 5249 5525 6154 6409 7250 8125 9050 9425 10498 10625 11050 11765 12325 12818 15385 16250 18125 18850 21250 22625 23530 24650 26245 27625 30770 32045 36250 40001 45250 47125 52490 55250 58825 61625 64090 68237 76925 80002 89233 89681 94250 113125 117650 123250 131225 136474 138125 153850 160225 178466 179362 200005 226250 235625 262450 276250 294125 308125 320450 341185 384625 400010 446165 448405 471250 588250 616250 656125 682370 769250 801125 892330 896810 1000025 1160029 1165853 1312250 1470625 1524577 1602250 1705925 1923125 2000050 2230825 2242025 2320058 2331706 2600749 2941250 3049154 3280625 3411850 3846250 4005625 4461650 4484050 5000125 5201498 5800145 5829265 6561250 7622885 8011250 8529625 10000250 11154125 11210125 11600290 11658530 13003745 15245770 16232261 17059250 19819501 22308250 22420250 25000625 26007490 29000725 29146325 32464522 33809737 38114425 39639002 42648125 44212733 50001250 55770625 56050625 58001450 58292650 65018725 67619474 76228850 81161305 85296250 88425466 99097505 111541250 112101250 130037450 145003625 145731625 162322610 169048685 190572125 198195010 211019393 221063665 275948437 290007250 291463250 325093625 338097370 381144250 405806525 422038786 442127330 470735569 495487525 551896874 574765529 650187250 725018125 728658125 811613050 845243425 941471138 952860625 990975050 1055096965 1105318325 1149531058 1379742185 1450036250 1457316250 1625468125 1690486850 1905721250 2029032625 2110193930 2210636650 2353677845 2477437625 2759484370 2873827645 3250936250 3587329681 4058065250 4226217125 4707355690 4954875250 5275484825 5526591625 5747655290 6119562397 6898710925 7174659362 8002504673 8452434250 10145163125 10550969650 11053183250 11768389225 12239124794 12387188125 13797421850 14369138225 16005009346 17936648405 20290326250 21131085625 23536778450 24774376250 26377424125 27632958125 28738276450 30597811985 34493554625 35873296810 40012523365 42262171250 52754848250 55265916250 58841946125 61195623970 68987109250 71845691125 80025046730 89683242025 104032560749 117683892250 131887120625 143691382250 152989059925 172467773125 179366484050 200062616825 208065121498 263774241250 294209730625 305978119850 344935546250 359228455625 400125233650 448416210125 520162803745 588419461250 718456911250 764945299625 896832420250 1000313084125 1040325607490 1529890599250 2000626168250 2242081050625 2600814018725 3824726498125 4484162101250 5001565420625 5201628037450 7649452996250 10003130841250 13004070093625 26008140187250 65020350468125 130040700936250
• Sum of all divisors σ(n): 289115088181920
• Sum of proper divisors (its aliquot sum) s(n): 159074387245670
• 130040700936250 is an abundant number, because the sum of its proper divisors (159074387245670) is greater than itself. Its abundance is 29033686309420

Bases of 130040700936250

• Binary: 11101100100010101110101110010010010000000111010₂
• Hexadecimal: 0x764575C9203A
• Base-36: 1A3FVFSAPM

Squares and roots of 130040700936250

• 130040700936250 squared (130040700936250²) is 16910583899991211626564062500
• 130040700936250 cubed (130040700936250³) is 2199064183596121330133301167714353515625000
• The square root of 130040700936250 is 11403538.9654374401
• The cube root of 130040700936250 is 50663.2563747977

Scales and comparisons

• 130,040,700,936,250 seconds is equal to 4,134,892 years, 2 weeks, 3 days, 6 hours, 44 minutes, 10 seconds.
• To count from 1 to 130,040,700,936,250 would take you about ten million, three hundred thirty-seven thousand, two hundred thirty 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 130040700936250 cubic inches would be around 4221.9 feet tall.

Recreational maths with 130040700936250

• 130040700936250 backwards is 052639007040031
• The number of decimal digits it has is: 15
• The sum of 130040700936250's digits is 40
• More coming soon!