13538523535460

Names of 13538523535460

• Cardinal: 13538523535460 can be written as Thirteen trillion, five hundred thirty-eight billion, five hundred twenty-three million, five hundred thirty-five thousand, four hundred sixty.

Scientific notation

• Scientific notation: 1.353852353546 × 10¹³

Factors of 13538523535460

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 14095

Divisors of 13538523535460

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 4 5 7 10 11 14 17 20 22 28 31 34 35 44 55 62 68 70 77 85 109 110 119 121 124 140 154 155 170 187 217 218 220 238 242 308 310 340 341 374 385 434 436 476 484 527 545 595 605 620 682 748 763 770 847 868 935 1054 1085 1090 1190 1199 1210 1309 1364 1526 1540 1694 1705 1853 1870 2057 2108 2170 2180 2380 2387 2398 2420 2618 2635 3052 3379 3388 3410 3689 3706 3740 3751 3815 4114 4235 4340 4774 4796 5236 5270 5797 5995 6545 6758 6820 7378 7412 7502 7630 8228 8393 8470 9265 9548 10285 10540 11594 11935 11990 12971 13090 13189 13516 13913 14399 14756 15004 15260 16786 16895 16940 18445 18530 18755 20383 20570 23188 23653 23870 23980 25942 26180 26257 26378 27826 28798 28985 33572 33790 36890 37060 37169 37510 40579 40766 41140 41965 47306 47740 51884 52514 52756 55652 57443 57596 57970 63767 64855 65945 67580 69565 71995 73780 74338 75020 81158 81532 83930 92323 94612 97391 101915 105028 114886 115940 118265 127534 129710 131285 131890 139130 142681 143990 148676 153043 162316 167860 184646 185845 194782 202895 203830 224213 229772 236521 236530 255068 259420 260183 262570 263780 278260 285362 287215 287980 306086 318835 369292 371690 389564 402101 405790 407660 408859 431303 446369 448426 461615 473042 473060 486955 520366 525140 570724 574430 612172 631873 637670 713405 743380 765215 804202 811580 817718 862606 892738 896852 923230 946084 973910 1040732 1071301 1121065 1148860 1182605 1263746 1275340 1300915 1426810 1516517 1530430 1569491 1608404 1635436 1655647 1683473 1725212 1785476 1846460 1947820 2010505 2044295 2142602 2156515 2231845 2242130 2365210 2527492 2601731 2601830 2853620 2862013 3019121 3033034 3060860 3138982 3159365 3311294 3366946 4021010 4088590 4285204 4313030 4423111 4463690 4484260 4730420 4744333 5203462 5203660 5356505 5724026 6038242 6066068 6277964 6318730 6622588 6733892 6950603 7332151 7582585 7847455 8042020 8177180 8278235 8417365 8626060 8846222 8927380 9488666 10406924 10615619 10713010 11448052 11784311 12076484 12637460 13008655 13901206 14310065 14664302 15095605 15165170 15694910 16556470 16681687 16834730 17692444 18212117 18977332 21231238 21426020 22115555 23568622 23721665 25780789 26017310 27802412 28619041 28620130 29328604 30191210 30330340 31389820 33112940 33210331 33363374 33669460 34753015 36424234 36660755 42462476 44231110 47012027 47137244 47443330 48654221 51325057 51561578 52034620 52187663 53078095 57238082 57240260 58921555 60382420 66420662 66726748 69506030 72848468 73321510 80653661 83408435 88462220 91060585 94024054 94886660 97308442 102650114 103123156 104375326 106156190 114476164 116771809 117843110 128903945 132841324 139012060 143095205 146643020 161307322 166051655 166816870 180465523 182121170 183498557 188048108 194616884 200333287 205300228 208750652 212312380 233543618 235060135 235686220 243271105 256625285 257807890 260938315 283588679 286190410 322614644 329084189 332103310 333633740 360931046 364242340 365313641 366997114 400666574 403268305 467087236 470120270 486542210 513250570 515615780 517132297 521876630 564575627 567177358 572380820 583859045 658168378 664206620 721862092 730627282 733994228 799204459 801333148 806536610 887190271 902327615 917492785 940240540 973084420 1001666435 1026501140 1034264594 1043753260 1129151254 1134354716 1167718090 1284489899 1316336756 1417943395 1461254564 1598408918 1613073220 1645420945 1774380542 1804655230 1826568205 1834985570 1985120753 2003332870 2068529188 2258302508 2335436180 2568979798 2585661485 2822878135 2835886790 3119475469 3196817836 3290841890 3548761084 3609310460 3619926079 3653136410 3669971140 3970241506 3996022295 4006665740 4435951355 5137959596 5171322970 5594431213 5645756270 5671773580 5688455267 6210331897 6238950938 6422449495 6581683780 7239852158 7306272820 7940483012 7992044590 8791249049 8871902710 9925603765 10342645940 11188862426 11291512540 11376910534 12420663794 12477901876 12844898990 14479704316 15597377345 15984089180 17582498098 17743805420 18099630395 19851207530 21836328283 22377724852 22753821068 24841327588 25689797980 27972156065 28442276335 31051659485 31194754690 35164996196 36199260790 39702415060 39819186869 43672656566 43956245245 55944312130 56884552670 61538743343 62103318970 62389509380 72398521580 79638373738 87345313132 87912490490 96703739539 109181641415 111888624260 113769105340 123077486686 124206637940 159276747476 175824980980 193407479078 199095934345 218363282830 246154973372 307693716715 386814958156 398191868690 436726565660 483518697695 615387433430 676926176773 796383737380 967037395390 1230774866860 1353852353546 1934074790780 2707704707092 3384630883865 6769261767730 13538523535460
• Sum of all divisors σ(n): 39396540395520
• Sum of proper divisors (its aliquot sum) s(n): 25858016860060
• 13538523535460 is an abundant number, because the sum of its proper divisors (25858016860060) is greater than itself. Its abundance is 12319493324600

Bases of 13538523535460

• Binary: 11000101000000101110111000101101100001100100₂
• Hexadecimal: 0xC502EE2D864
• Base-36: 4SRIFCWV8

Squares and roots of 13538523535460

• 13538523535460 squared (13538523535460²) is 183291619520204337877411600
• 13538523535460 cubed (13538523535460³) is 2481497904726865981341722886905615336000
• The square root of 13538523535460 is 3679473.2687519283
• The cube root of 13538523535460 is 23833.6432701837

Scales and comparisons

• 13,538,523,535,460 seconds is equal to 430,483 years, 8 weeks, 6 days, 6 hours, 4 minutes, 20 seconds.
• To count from 1 to 13,538,523,535,460 would take you about one million, seventy-six thousand, two hundred 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 13538523535460 cubic inches would be around 1986.1 feet tall.

Recreational maths with 13538523535460

• 13538523535460 backwards is 06453532583531
• The number of decimal digits it has is: 14
• The sum of 13538523535460's digits is 53
• More coming soon!