13518744857535414

Names of 13518744857535414

• Cardinal: 13518744857535414 can be written as Thirteen quadrillion, five hundred eighteen trillion, seven hundred forty-four billion, eight hundred fifty-seven million, five hundred thirty-five thousand, four hundred fourteen.

Scientific notation

• Scientific notation: 1.3518744857535414 × 10¹⁶

Factors of 13518744857535414

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 371

Divisors of 13518744857535414

• Number of divisors d(n): 448
• Complete list of divisors:
  1 2 3 6 7 14 19 21 23 38 42 46 57 69 114 133 138 161 266 317 322 361 399 437 483 529 634 722 798 874 951 966 1058 1083 1311 1587 1902 2166 2219 2527 2622 3059 3174 3703 4438 5054 6023 6118 6657 6859 7291 7406 7581 8303 9177 10051 11109 12046 12167 13314 13718 14582 15162 16606 18069 18354 20102 20577 21873 22218 24334 24909 30153 36138 36501 41154 42161 43746 48013 49818 51037 58121 60306 70357 73002 84322 85169 96026 102074 114437 116242 126483 138529 140714 144039 153111 157757 167693 170338 174363 190969 211071 228874 231173 252966 255507 277058 279841 288078 306222 315514 335386 343311 348726 381938 415587 422142 462346 473271 503079 511014 559682 572907 686622 693519 801059 831174 839523 946542 969703 1006158 1104299 1145814 1173851 1336783 1387038 1602118 1618211 1679046 1939406 1958887 2174303 2208598 2347702 2403177 2632051 2673566 2909109 3186167 3236422 3312897 3521553 3628411 3856939 3917774 4010349 4348606 4392287 4806354 4854633 5264102 5316979 5818218 5876661 6372334 6436343 6522909 6625794 7043106 7256822 7713878 7896153 8020698 8784574 9558501 9709266 10633958 10885233 11570817 11753322 12872686 13045818 13176861 15220121 15792306 15950937 18424357 19117002 19309029 21770466 22303169 23141634 25398877 26353722 26998573 30440242 30746009 31901874 36848714 37218853 38618058 44606338 45054401 45660363 50008969 50797754 53997146 55273071 60537173 61492018 66909507 73281841 74437706 76196631 80995719 83453453 88709597 90108802 91320726 92238027 100017938 101022601 110546142 111656559 121074346 122290517 133819014 135163203 146563682 148035889 150026907 152393262 161991438 166906906 177419194 181611519 184476054 202045202 219845523 223313118 244581034 250360359 266128791 270326406 296071778 300053814 303067803 350062783 363223038 366871551 423760211 439691046 444107667 500720718 512972887 532257582 584174171 606135606 620967179 700125566 707158207 733743102 847520422 856033619 888215334 1025945774 1036251223 1050188349 1150206287 1168348342 1241934358 1271280633 1392354979 1414316414 1538918661 1685482343 1712067238 1752522513 1862901537 1919429419 2040320731 2072502446 2100376698 2121474621 2300412574 2323519823 2542561266 2568100857 2784709958 2812681891 3077837322 3108753669 3370964686 3450618861 3505045026 3725803074 3838858838 4080641462 4177064937 4242949242 4647039646 5056447029 5136201714 5625363782 5758288257 6120962193 6217507338 6901237722 6970559469 8051444009 8354129874 8438045673 9746484853 10112894058 11516576514 11798376401 12241924386 13436005933 13941118938 14282245117 16102888018 16264638761 16876091346 19492969706 19688773237 23596752802 24154332027 26454744601 26872011866 28564490234 29239454559 32024164517 32529277522 35395129203 38766093889 39377546474 40308017799 42846735351 44146876637 46927376813 48308664054 48793916283 52909489202 53440955929 58478909118 59066319711 64048329034 70790258406 77532187778 79364233803 80616035598 85693470702 88293753274 93854753626 96072493551 97587832566 106881911858 116298281667 118132639422 132440629911 140782130439 158728467606 160322867787 185183212207 192144987102 224169151619 232596563334 264881259822 271362657223 281564260878 309028136459 320645735574 328491637691 370366424414 374086691503 448338303238 542725314446 555549636621 608459125823 618056272918 656983275382 672507454857 736555783891 748173383006 814087971669 891620159447 927084409377 985474913073 1015378162651 1111099273242 1122260074509 1216918251646 1345014909714 1473111567782 1628175943338 1783240318894 1825377377469 1854168818754 1970949826146 2030756325302 2209667351673 2244520149018 2674860478341 3046134487953 3650754754938 4259213880761 4419334703346 5155890487237 5349720956682 6092268975906 6241341116129 7107647138557 8518427761522 10311780974474 12482682232258 12777641642283 13994559893929 14215294277114 15467671461711 16940783029493 18724023348387 21322941415671 25555283284566 27989119787858 30935342923422 33881566058986 37448046696774 41983679681787 42645882831342 50822349088479 83967359363574 97961919257503 101644698176958 118585481206451 195923838515006 237170962412902 293885757772509 321874877560367 355756443619353 587771515545018 643749755120734 711512887238706 965624632681101 1931249265362202 2253124142922569 4506248285845138 6759372428767707 13518744857535414
• Sum of all divisors σ(n): 34206535509096960
• Sum of proper divisors (its aliquot sum) s(n): 20687790651561546
• 13518744857535414 is an abundant number, because the sum of its proper divisors (20687790651561546) is greater than itself. Its abundance is 7169045794026132

Bases of 13518744857535414

• Binary: 110000000001110011101000010001000010101110001110110110₂
• Hexadecimal: 0x30073A110AE3B6
• Base-36: 3P3ZTNGJ06U

Squares and roots of 13518744857535414

• 13518744857535414 squared (13518744857535414²) is 182756462523140200967018264151396
• 13518744857535414 cubed (13518744857535414³) is 2470637987916065203938189172682307261252727537944
• The square root of 13518744857535414 is 116270137.4280404555
• The cube root of 13518744857535414 is 238220.3127775221

Scales and comparisons

• 13,518,744,857,535,414 seconds is equal to 429,854,270 years, 12 weeks, 5 days, 14 hours, 56 minutes, 54 seconds.
• To count from 1 to 13,518,744,857,535,414 would take you about one billion, two hundred eighty-nine million, five hundred sixty-two thousand, eight hundred ten 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 13518744857535414 cubic inches would be around 19851.7 feet tall.

Recreational maths with 13518744857535414

• 13518744857535414 backwards is 41453575844781531
• The number of decimal digits it has is: 17
• The sum of 13518744857535414's digits is 75
• More coming soon!