13317042163950

Names of 13317042163950

• Cardinal: 13317042163950 can be written as Thirteen trillion, three hundred seventeen billion, forty-two million, one hundred sixty-three thousand, nine hundred fifty.

Scientific notation

• Scientific notation: 1.331704216395 × 10¹³

Factors of 13317042163950

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 4168

Divisors of 13317042163950

• Number of divisors d(n): 672
• Complete list of divisors:
  1 2 3 5 6 7 9 10 14 15 18 21 25 27 30 35 42 45 50 54 59 63 70 75 81 90 105 118 126 135 150 162 175 177 189 210 225 229 243 270 295 315 350 354 378 405 413 450 458 486 525 531 567 590 630 675 687 729 810 826 885 945 1050 1062 1134 1145 1215 1239 1350 1374 1458 1475 1575 1593 1603 1701 1770 1890 2025 2061 2065 2290 2430 2478 2655 2835 2950 3150 3186 3206 3402 3435 3645 3717 3863 4050 4122 4130 4425 4725 4779 4809 5103 5310 5670 5725 6075 6183 6195 6870 7290 7434 7726 7965 8015 8505 8850 9450 9558 9618 10206 10305 10325 11151 11450 11589 12150 12366 12390 13275 13511 14175 14337 14427 15930 16030 17010 17175 18225 18549 18585 19315 20610 20650 22302 23178 23895 24045 25515 26550 27022 27041 28350 28674 28854 30915 30975 33453 34350 34767 36450 37098 37170 38630 39825 40075 40533 42525 43011 43281 47790 48090 51030 51525 54082 55647 55755 57945 61830 61950 66906 67555 69534 71685 72135 79650 80150 81066 81123 85050 86022 86562 92745 92925 94577 96575 100359 103050 104301 111294 111510 115890 119475 120225 121599 127575 129843 135110 135205 143370 144270 154575 162246 166941 167265 173835 185490 185850 189154 193150 200718 202665 208602 215055 216405 227917 238950 240450 243198 243369 255150 259686 270410 278235 278775 283731 289725 301077 309150 312903 333882 334530 337775 347670 358425 360675 364797 389529 405330 405615 430110 432810 455834 463725 472885 486738 501795 521505 556470 557550 567462 579450 602154 607995 625806 649215 675550 676025 683751 716850 721350 729594 730107 779058 811230 834705 836325 851193 869175 884627 927450 938709 945770 1003590 1013325 1043010 1075275 1082025 1094391 1139585 1168587 1215990 1216845 1298430 1352050 1367502 1391175 1418655 1460214 1505385 1564515 1595419 1669410 1672650 1702386 1738350 1769254 1823985 1877418 1947645 2026650 2028075 2051253 2150550 2164050 2188782 2190321 2279170 2337174 2364425 2433690 2508975 2553579 2607525 2653881 2782350 2816127 2837310 3010770 3039975 3129030 3190838 3246075 3283173 3418755 3647970 3650535 3895290 4056150 4102506 4173525 4255965 4380642 4423135 4693545 4728850 4786257 5017950 5107158 5215050 5307762 5471955 5632254 5697925 5842935 6079950 6084225 6153759 6192389 6492150 6566346 6570963 6837510 7093275 7301070 7526925 7660737 7822575 7961643 7977095 8347050 8511930 8846270 9119925 9387090 9572514 9738225 9849519 10256265 10943910 10951605 11395850 11685870 12168450 12307518 12384778 12767895 13141926 13269405 14080635 14186550 14358771 15053850 15321474 15645150 15923286 15954190 16415865 17093775 18239850 18252675 18461277 18577167 19476450 19699038 19712889 20512530 21279825 21903210 22115675 22982211 23467725 23884929 23931285 25535790 26538810 27359775 28161270 28717542 29214675 30768795 30961945 32831730 32854815 34187550 36505350 36922554 37154334 38303685 39425778 39808215 39885475 42559650 43076313 44231350 45964422 46935450 47769858 47862570 49247595 51281325 52192993 54719550 54758025 55383831 55731501 58429350 61537590 61923890 63839475 65709630 66347025 68946633 70403175 71654787 71793855 76607370 79616430 79770950 82079325 86152626 92306385 92885835 98495190 98564445 102562650 104385986 109516050 110767662 111463002 114911055 119424645 119656425 127678950 129228939 132694050 137893266 140806350 143309574 143587710 153843975 154809725 156578979 164158650 164274075 166151493 167194503 184612770 185771670 191518425 197128890 199041075 214964361 215381565 229822110 238849290 239312850 246237975 258457878 260964965 276919155 278657505 307687950 309619450 313157958 328548150 332302986 334389006 344733165 358273935 358969275 365350951 383036850 387686817 398082150 429928722 430763130 461531925 464429175 469736937 492475950 492822225 501583509 521929930 553838310 557315010 574555275 597123225 644893083 646144695 689466330 716547870 717938550 730701902 775373634 782894895 830757465 835972515 923063850 928858350 939473874 985644450 1003167018 1074821805 1076907825 1096052853 1149110550 1163060451 1194246450 1289786166 1292289390 1304824825 1384595775 1393287525 1409210811 1504750527 1565789790 1661514930 1671945030 1723665825 1791369675 1826754755 1938434085 2149643610 2153815650 2192105706 2326120902 2348684685 2507917545 2609649650 2769191550 2786575050 2818421622 3009501054 3224465415 3230723475 3288158559 3447331650 3582739350 3653509510 3876868170 3914474475 4153787325 4179862575 4227632433 4514251581 4697369370 5015835090 5374109025 5480264265 5815302255 6448930830 6461446950 6576317118 7046054055 7523752635 7828948950 8307574650 8359725150 8455264866 9028503162 9133773775 9692170425 9864475677 10748218050 10960528530 11630604510 11743423425 12539587725 12682897299 14092108110 15047505270 16122327075 16440792795 18267547550 19384340850 19728951354 21138162165 22571257905 23486846850 25079175450 25365794598 27401321325 29076511275 29593427031 32244654150 32881585590 35230270275 37618763175 38048691897 42276324330 45142515810 49322378385 54802642650 58153022550 59186854062 63414486495 70460540550 75237526350 76097383794 82203963975 88780281093 98644756770 105690810825 112856289525 126828972990 147967135155 164407927950 177560562186 190243459485 211381621650 225712579050 246611891925 266340843279 295934270310 317072432475 380486918970 443901405465 493223783850 532681686558 634144864950 739835675775 887802810930 951217297425 1331704216395 1479671351550 1902434594850 2219507027325 2663408432790 4439014054650 6658521081975 13317042163950
• Sum of all divisors σ(n): 43361999654400
• Sum of proper divisors (its aliquot sum) s(n): 30044957490450
• 13317042163950 is an abundant number, because the sum of its proper divisors (30044957490450) is greater than itself. Its abundance is 16727915326500

Bases of 13317042163950

• Binary: 11000001110010011101100100010101000011101110₂
• Hexadecimal: 0xC1C9D9150EE
• Base-36: 4PXRJ2GVI

Squares and roots of 13317042163950

• 13317042163950 squared (13317042163950²) is 177343611996422098679602500
• 13317042163950 cubed (13317042163950³) is 2361692358463542124657814114325829875000
• The square root of 13317042163950 is 3649252.2746379155
• The cube root of 13317042163950 is 23702.9604353477

Scales and comparisons

• 13,317,042,163,950 seconds is equal to 423,440 years, 38 weeks, 6 days, 10 hours, 52 minutes, 30 seconds.
• To count from 1 to 13,317,042,163,950 would take you about one million, fifty-eight thousand, six hundred one 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 13317042163950 cubic inches would be around 1975.2 feet tall.

Recreational maths with 13317042163950

• 13317042163950 backwards is 05936124071331
• 13317042163950 is a Harshad number.
• The number of decimal digits it has is: 14
• The sum of 13317042163950's digits is 45
• More coming soon!