13713129588834

Names of 13713129588834

• Cardinal: 13713129588834 can be written as Thirteen trillion, seven hundred thirteen billion, one hundred twenty-nine million, five hundred eighty-eight thousand, eight hundred thirty-four.

Scientific notation

• Scientific notation: 1.3713129588834 × 10¹³

Factors of 13713129588834

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 523

Divisors of 13713129588834

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 6 9 13 18 26 29 39 43 58 73 78 79 86 87 117 129 146 158 174 219 234 237 258 261 281 377 387 438 474 522 559 562 657 711 754 774 841 843 949 1027 1118 1131 1247 1314 1422 1677 1682 1686 1898 2054 2117 2262 2291 2494 2523 2529 2847 3081 3139 3354 3393 3397 3653 3741 4234 4582 5031 5046 5058 5694 5767 6162 6278 6351 6786 6794 6873 7306 7482 7569 8149 8541 9243 9417 10062 10191 10933 10959 11223 11534 12083 12702 13746 15138 16211 16298 17082 17301 18486 18834 19053 20382 20513 20619 21866 21918 22199 22446 24166 24447 27521 28251 29783 30573 32422 32799 32877 34602 36163 36249 38106 40807 41026 41238 44161 44398 48633 48894 51903 55042 56502 59566 61146 61393 61539 65598 65754 66439 66597 72326 72498 73341 74971 81614 82563 88322 89349 91031 97266 98397 98513 103806 105937 108489 108747 122421 122786 123078 132483 132878 133194 145899 146682 149942 157079 165126 167243 178698 182062 184179 184617 196794 197026 199317 199791 211874 216978 217494 224913 236321 244842 247689 247981 264966 266669 268047 273093 288587 291798 295539 314158 317811 325467 334486 350407 367263 368358 369234 397449 398634 399582 449826 470119 471237 472642 495378 495962 501729 533338 536094 546186 552537 577174 591078 594877 597951 635622 643771 650934 674739 700814 708963 734526 743943 794898 798109 800007 819279 863707 865761 882059 886617 940238 942474 953433 954557 1003458 1051221 1105074 1183403 1189754 1195902 1280669 1287542 1349478 1410357 1413711 1417926 1487886 1505187 1596218 1600014 1620527 1638558 1727414 1731522 1764118 1773234 1784631 1906866 1909114 1931313 2102442 2126889 2174159 2231829 2366806 2394327 2400021 2561338 2591121 2597283 2639899 2646177 2820714 2827422 2856877 2863671 3010374 3072173 3153663 3223753 3241054 3550209 3569262 3842007 3862626 4231071 4253778 4348318 4463658 4555291 4788654 4800042 4850047 4861581 5182242 5194566 5279798 5292354 5353893 5713754 5727342 5793939 6144346 6307326 6447506 6522477 7100418 7182981 7191449 7684014 7733401 7773363 7919697 7938531 8369023 8462142 8570631 8591013 9110582 9216519 9671259 9700094 9723162 10161803 10650627 10707786 11466767 11526021 11587878 12409241 13044954 13665873 14365962 14382898 14550141 14584743 15466802 15546726 15839394 15877062 16738046 17141262 17182026 17251433 18433038 18669359 19342518 19567431 20323606 21066851 21301254 21574347 22933534 23052042 23200203 23759091 24818482 25107069 25579711 25711893 27331746 27649557 27682153 29013777 29100282 29169486 30485409 34318687 34400301 34502866 37139401 37227723 37338718 39134862 40997619 42133702 43148694 43650423 46400406 46995283 47518182 50214138 51159422 51423786 51754299 55299114 55364306 56008077 58027554 60970818 63050611 63200553 64723041 68637374 68800602 69600609 69682661 74278802 74455446 75321207 76739133 81995238 83046459 87300846 91456227 93488837 93990566 102956061 103200903 103508598 111418203 111683169 112016154 126101222 126401106 129446082 132103439 139201218 139365322 140985849 150642414 153478266 155262897 166092918 168024231 182912454 186977674 189151833 189601659 205912122 206401806 208552021 209047983 222836406 223366338 224268629 230217399 242701667 249139377 264206878 280466511 281971698 308868183 310525794 332536243 334254609 336048462 359867989 378303666 379203318 396310317 417104042 418095966 422957547 448537258 460434798 485403334 498278754 560933022 567455499 610938679 617736366 625656063 627143949 665072486 668509218 672805887 719735978 728105001 741811619 792620634 802782437 841399533 845915094 905874593 997608729 1079603967 1134910998 1188930951 1221877358 1251312126 1254287898 1345611774 1362863207 1456210002 1483623238 1605564874 1682799066 1811749186 1832816037 1876968189 1995217458 2018417661 2020797169 2159207934 2184315003 2225434857 2377861902 2408347311 2711176273 2717623779 2725726414 2992826187 3238811901 3665632074 3753936378 4036835322 4041594338 4088589621 4368630006 4450869714 4816694622 5422352546 5435247558 5498448111 5985652374 6062391507 6477623802 6676304571 7225041933 8133528819 8152871337 8177179242 9643551047 10436171681 10996896222 12124783014 12265768863 13352609142 14450083866 16267057638 16305742674 17717221691 18187174521 19287102094 20872343362 24400586457 24531537726 26270363197 28930653141 31308515043 35434443382 36374349042 48801172914 52540726394 53151665073 57861306282 58603117901 62617030086 78811089591 86791959423 93925545129 106303330146 117206235802 157622179182 159454995219 173583918846 175809353703 187851090258 236433268773 318909990438 351618707406 472866537546 527428061109 761840532713 1054856122218 1523681065426 2285521598139 4571043196278 6856564794417 13713129588834
• Sum of all divisors σ(n): 34932871733760
• Sum of proper divisors (its aliquot sum) s(n): 21219742144926
• 13713129588834 is an abundant number, because the sum of its proper divisors (21219742144926) is greater than itself. Its abundance is 7506612556092

Bases of 13713129588834

• Binary: 11000111100011010110001101111100100001100010₂
• Hexadecimal: 0xC78D637C862
• Base-36: 4UZQ3ALWI

Squares and roots of 13713129588834

• 13713129588834 squared (13713129588834²) is 188049923120154549897479556
• 13713129588834 cubed (13713129588834³) is 2578752964916950273214158160623200877704
• The square root of 13713129588834 is 3703124.3010239341
• The cube root of 13713129588834 is 23935.6665870129

Scales and comparisons

• 13,713,129,588,834 seconds is equal to 436,035 years, 5 weeks, 2 days, 15 hours, 33 minutes, 54 seconds.
• To count from 1 to 13,713,129,588,834 would take you about one million, ninety thousand and eighty-seven 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 13713129588834 cubic inches would be around 1994.6 feet tall.

Recreational maths with 13713129588834

• 13713129588834 backwards is 43888592131731
• The number of decimal digits it has is: 14
• The sum of 13713129588834's digits is 63
• More coming soon!