13514135446500

Names of 13514135446500

• Cardinal: 13514135446500 can be written as Thirteen trillion, five hundred fourteen billion, one hundred thirty-five million, four hundred forty-six thousand, five hundred.

Scientific notation

• Scientific notation: 1.35141354465 × 10¹³

Factors of 13514135446500

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 1672

Divisors of 13514135446500

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 5 6 10 12 13 15 20 25 26 30 39 50 52 60 65 75 78 89 100 125 130 150 156 169 178 195 250 260 267 300 325 338 356 375 390 445 500 507 534 650 676 683 750 780 845 877 890 975 1014 1068 1157 1300 1335 1366 1500 1625 1690 1754 1780 1950 2028 2049 2225 2314 2535 2631 2670 2732 3250 3380 3415 3471 3508 3900 4098 4225 4385 4450 4628 4875 5070 5262 5340 5785 6500 6675 6830 6942 8196 8450 8770 8879 8900 9750 10140 10245 10524 11125 11401 11570 12675 13155 13350 13660 13884 15041 16900 17075 17355 17540 17758 19500 20490 21125 21925 22250 22802 23140 25350 26310 26637 26700 28925 30082 33375 34150 34203 34710 35516 40980 42250 43850 44395 44500 45123 45604 50700 51225 52620 53274 57005 57850 60164 60787 63375 65775 66750 68300 68406 69420 75205 78053 84500 85375 86775 87700 88790 90246 102450 106548 109625 114010 115427 115700 121574 126750 131550 133185 133500 136812 144625 148213 150410 156106 170750 171015 173550 177580 180492 182361 204900 219250 221975 225615 228020 230854 234159 243148 253500 256125 263100 266370 285025 289250 296426 300820 303935 312212 328875 341500 342030 346281 347100 364722 376025 390265 433875 438500 443950 444639 451230 461708 468318 512250 532740 570050 577135 578500 592852 598991 607870 657750 665925 684060 692562 729444 741065 752050 780530 790231 855075 867750 887900 889278 902460 911805 936636 1014689 1024500 1109875 1128075 1140100 1154270 1170795 1197982 1215740 1315500 1331850 1385124 1425125 1482130 1504100 1519675 1561060 1580462 1710150 1731405 1735500 1778556 1796973 1823610 1880125 1951325 2029378 2219750 2223195 2256150 2308540 2341590 2370693 2395964 2663700 2850250 2885675 2964260 2994955 3039350 3044067 3160924 3329625 3420300 3462810 3593946 3647220 3705325 3760250 3902650 3951155 4058756 4275375 4439500 4446390 4512300 4559025 4683180 4741386 5073445 5640375 5700500 5771350 5853975 5989910 6078700 6088134 6659250 6925620 7187892 7410650 7520500 7598375 7786883 7805300 7902310 8550750 8657025 8892780 8984865 9118050 9482772 9756625 10146890 10273003 11115975 11280750 11542700 11707950 11853465 11979820 12176268 13190957 13318500 14428375 14821300 14974775 15196750 15220335 15573766 15804620 17101500 17314050 17969730 18236100 18526625 19513250 19755775 20293780 20546006 22231950 22561500 22795125 23360649 23415900 23706930 25367225 26381914 28856750 29269875 29949550 30393500 30440670 30819009 31147532 34628100 35939460 37053250 38934415 39026500 39511550 39572871 41092012 43285125 44463900 44924325 45590250 46721298 47413860 50734450 51365015 52763828 53310199 55579875 57713500 58539750 59267325 59899100 60881340 61638018 65954785 74106500 74873875 76101675 77868830 79023100 79145742 86570250 89848650 91180500 93442596 98778875 101229479 101468900 102730030 106620398 111159750 116803245 117079500 118534650 123276036 126836125 131909570 149747750 152203350 154095045 155737660 158291484 159930597 173140500 179697300 194672075 197557750 197864355 202458958 205460060 213240796 222319500 224621625 233606490 237069300 253672250 256825075 263819140 266550995 296336625 299495500 303688437 304406700 308190090 319861194 329773925 380508375 389344150 395115500 395728710 404917916 449243250 467212980 506147395 507344500 513650150 533101990 584016225 592673250 607376874 616380180 639722388 659547850 693032587 761016750 770475225 778688300 791457420 799652985 898486500 973360375 989321775 1012294790 1027300300 1066203980 1168032450 1185346500 1214753748 1284125375 1319095700 1332754975 1386065174 1518442185 1522033500 1540950450 1599305970 1648869625 1946720750 1978643550 2024589580 2079097761 2336064900 2530736975 2568250750 2665509950 2772130348 2920081125 3036884370 3081900900 3198611940 3297739250 3465162935 3852376125 3893441500 3957287100 3998264925 4158195522 4946608875 5061473950 5136501500 5331019900 5840162250 6073768740 6595478500 6663774875 6930325870 7592210925 7704752250 7996529850 8316391044 9009423631 9893217750 10122947900 10395488805 11680324500 12653684875 13327549750 13860651740 15184421850 15409504500 15993059700 17325814675 18018847262 19786435500 19991324625 20790977610 25307369750 26655099500 27028270893 30368843700 34651629350 36037694524 37961054625 39982649250 41581955220 45047118155 50614739500 51977444025 54056541786 69303258700 75922109250 79965298500 86629073375 90094236310 103954888050 108113083572 135141354465 151844218500 173258146750 180188472620 207909776100 225235590775 259887220125 270282708930 346516293500 450471181550 519774440250 540565417860 675706772325 900942363100 1039548880500 1126177953875 1351413544650 2252355907750 2702827089300 3378533861625 4504711815500 6757067723250 13514135446500
• Sum of all divisors σ(n): 43204287409920
• Sum of proper divisors (its aliquot sum) s(n): 29690151963420
• 13514135446500 is an abundant number, because the sum of its proper divisors (29690151963420) is greater than itself. Its abundance is 16176016516920

Bases of 13514135446500

• Binary: 11000100101010000001001111100010001111100100₂
• Hexadecimal: 0xC4A813E23E4
• Base-36: 4SGB3BIZO

Squares and roots of 13514135446500

• 13514135446500 squared (13514135446500²) is 182631856866347754362250000
• 13514135446500 cubed (13514135446500³) is 2468111650537624600222557726494625000000
• The square root of 13514135446500 is 3676157.7015275065
• The cube root of 13514135446500 is 23819.3234815945

Scales and comparisons

• 13,514,135,446,500 seconds is equal to 429,707 years, 36 weeks, 4 days, 16 hours, 55 minutes.
• To count from 1 to 13,514,135,446,500 would take you about one million, seventy-four thousand, two hundred sixty-nine 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 13514135446500 cubic inches would be around 1984.9 feet tall.

Recreational maths with 13514135446500

• 13514135446500 backwards is 00564453141531
• The number of decimal digits it has is: 14
• The sum of 13514135446500's digits is 42
• More coming soon!