13283835892785

Names of 13283835892785

• Cardinal: 13283835892785 can be written as Thirteen trillion, two hundred eighty-three billion, eight hundred thirty-five million, eight hundred ninety-two thousand, seven hundred eighty-five.

Scientific notation

• Scientific notation: 1.3283835892785 × 10¹³

Factors of 13283835892785

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 554

Divisors of 13283835892785

• Number of divisors d(n): 640
• Complete list of divisors:
  1 3 5 9 15 19 23 27 41 45 57 67 69 81 89 95 115 123 135 171 201 205 207 267 285 307 335 345 369 405 437 445 513 603 615 621 779 801 855 921 943 1005 1035 1107 1273 1311 1335 1535 1539 1541 1691 1809 1845 1863 2047 2185 2337 2403 2565 2747 2763 2829 3015 3105 3321 3649 3819 3895 3933 4005 4605 4623 4715 5073 5427 5535 5833 5963 6141 6365 6555 7011 7061 7209 7695 7705 8241 8289 8455 8487 9045 9315 10235 10947 11457 11685 11799 12015 12587 13735 13815 13869 14145 15219 16605 17499 17889 17917 18245 18423 19095 19665 20569 21033 21183 23115 24723 24867 25365 25461 27135 27323 29165 29279 29815 30705 32841 34371 35055 35305 35397 36045 37761 38893 41205 41445 41607 42435 45657 52193 52497 53667 53751 54735 55269 57285 58995 61707 62935 63099 63181 63549 69331 69345 74169 76095 76383 81969 83927 87495 87837 89445 89585 92115 98523 102845 103113 105165 105915 113283 113297 116679 123615 124335 124821 127305 134159 136615 136971 137149 146395 156579 157491 161001 161253 164205 165807 171855 176985 185121 188805 189543 190647 194465 207993 208035 222507 228285 239153 244483 245907 251781 260965 262485 263511 268335 268755 276345 289501 295569 308535 315495 315905 317745 339849 339891 346655 350037 370845 381915 390811 402477 409845 411447 419635 439185 469737 472473 473087 483003 483759 492615 515565 519137 555363 566415 566485 568629 571941 583395 623979 624105 628429 670795 684855 685745 717459 733449 737721 755343 782895 787455 790533 805005 806265 829035 843329 868503 925605 947715 953235 1019547 1019673 1039965 1050111 1112535 1120243 1172433 1195765 1200439 1207431 1222415 1229535 1234341 1258905 1317555 1409211 1419261 1447505 1451277 1477845 1557411 1594613 1666089 1699245 1699455 1705887 1750185 1830641 1871937 1885287 1954055 2012385 2057235 2152377 2200347 2213163 2266029 2348685 2362365 2365435 2371599 2415015 2418795 2529987 2595685 2605509 2605831 2776815 2843145 2859705 3059019 3119895 3142145 3150333 3360729 3517299 3587295 3601317 3622293 3667245 3688605 3703023 3776715 3952665 4216645 4227633 4257783 4342515 4645177 4672233 4783839 5097735 5098365 5117661 5250555 5491923 5500519 5601215 5615811 5623109 5655861 5862165 6002195 6037155 6171705 6457131 6601041 6798087 7046055 7096305 7256385 7589961 7787055 7816527 7817493 7973065 8330445 8529435 8988653 9153205 9177057 9359685 9426435 10082187 10551897 10761885 10803951 10866879 11001735 11065815 11109069 11330145 11857995 11940151 12649935 12773349 13027545 13029155 13935531 14016699 14351517 15295095 15751665 16023251 16475769 16501557 16803645 16869327 16967583 17586495 18006585 18111465 18515115 19371393 19396567 19803123 21138165 21284617 21288915 22769883 23225885 23361165 23449581 23452479 23919195 25588305 25765589 26965959 27459615 27502595 28079055 28115545 28279305 30246561 31655691 32285655 32411853 33005205 33990435 34782179 35820453 37949805 38320047 39082635 39087465 41806593 42050097 42104743 43054551 44943265 45885285 48069753 49427307 49504671 50410935 50607981 50902749 52759485 54019755 54334395 55545345 58189701 59700755 63853851 63866745 68309649 69677655 70083495 70357437 71757585 75056281 77296767 80116255 80897877 82378845 82507785 84346635 84837915 90739683 96856965 96982835 97235559 99015615 104346537 106423085 106839071 107461359 113849415 117247905 117262395 125419779 126314229 128827945 129163653 134829795 144209259 148281921 148514013 151232805 151823943 158278455 162059265 173910895 174569103 179102265 191561553 191600235 209032965 210250485 210523715 211072311 215272755 225168843 231890301 240348765 242693631 247136535 247523355 253039905 254513745 290948505 313039611 319269255 320517213 322384077 341548245 351787185 368534773 375281405 376259337 378942687 386483835 404489385 432627777 445542039 453698415 455471829 486177795 489546191 521732685 523707309 534195355 537306795 574684659 627098895 631571145 645818265 675506529 695670903 721046295 728080893 741409605 742570065 759119715 799990117 872845515 939118833 957807765 961551639 967152231 1055361555 1105604319 1125844215 1136828061 1159451505 1213468155 1297883331 1426069339 1468638573 1565198055 1571121927 1602586065 1611920385 1724053977 1726294463 1842673865 1881296685 1894713435 2026519587 2087012709 2163138885 2227710195 2277359145 2399970351 2447730955 2618536545 2817356499 2873423295 2884654917 3316812957 3377532645 3410484183 3478354515 3640404465 3999950585 4278208017 4405915719 4695594165 4807758195 4835761155 5178883389 5528021595 5684140305 6079558761 6489416655 7130346695 7199911053 7343192865 7855609635 8620269885 8631472315 8653964751 9950438871 10132597935 10435063545 11999851755 12834624051 13217747157 14086782495 14423274585 15536650167 16584064785 17052420915 21391040085 21599733159 22029578595 25894416945 29851316613 30397793805 32799594797 35999555265 38503872153 39653241471 43269823755 46609950501 49752194355 64173120255 64799199477 66088735785 77683250835 98398784391 107998665795 115511616459 139829851503 149256583065 163997973985 192519360765 198266207355 233049752505 295196353173 323995997385 491993921955 577558082295 699149257515 885589059519 1475981765865 2656767178557 4427945297595 13283835892785
• Sum of all divisors σ(n): 27588576153600
• Sum of proper divisors (its aliquot sum) s(n): 14304740260815
• 13283835892785 is an abundant number, because the sum of its proper divisors (14304740260815) is greater than itself. Its abundance is 1020904368030

Bases of 13283835892785

• Binary: 11000001010011100010010100011101010000110001₂
• Hexadecimal: 0xC14E251D431
• Base-36: 4PIICWU29

Squares and roots of 13283835892785

• 13283835892785 squared (13283835892785²) is 176460296026443058015056225
• 13283835892785 cubed (13283835892785³) is 2344069614007530607535399958594846836625
• The square root of 13283835892785 is 3644699.6985739443
• The cube root of 13283835892785 is 23683.2427924809

Scales and comparisons

• 13,283,835,892,785 seconds is equal to 422,384 years, 46 weeks, 2 days, 14 hours, 39 minutes, 45 seconds.
• To count from 1 to 13,283,835,892,785 would take you about one million, fifty-five thousand, nine hundred sixty-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 13283835892785 cubic inches would be around 1973.6 feet tall.

Recreational maths with 13283835892785

• 13283835892785 backwards is 58729853838231
• The number of decimal digits it has is: 14
• The sum of 13283835892785's digits is 72
• More coming soon!