12967044993225

Names of 12967044993225

• Cardinal: 12967044993225 can be written as Twelve trillion, nine hundred sixty-seven billion, forty-four million, nine hundred ninety-three thousand, two hundred twenty-five.

Scientific notation

• Scientific notation: 1.2967044993225 × 10¹³

Factors of 12967044993225

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 6664

Divisors of 12967044993225

• Number of divisors d(n): 432
• Complete list of divisors:
  1 3 5 9 15 19 25 27 29 31 45 57 75 81 87 93 95 135 145 155 171 225 243 261 279 285 361 405 435 465 475 513 551 589 675 725 775 783 837 855 899 1083 1215 1305 1395 1425 1539 1653 1767 1805 2025 2175 2325 2349 2511 2565 2697 2755 2945 3249 3915 4185 4275 4495 4617 4959 5301 5415 6075 6525 6577 6975 7047 7533 7695 8091 8265 8835 9025 9747 10469 11191 11745 12555 12825 13485 13775 14725 14877 15903 16245 17081 19575 19731 20925 22475 23085 24273 24795 26505 27075 29241 31407 32885 33573 35235 37665 38475 40455 41325 44175 44631 47709 48735 51243 52345 55955 58725 59193 62775 67425 72819 74385 79515 81225 85405 87723 94221 98655 100719 115425 121365 123975 124963 132525 133893 143127 146205 153729 157035 164425 167865 176175 177579 188325 190733 202275 203887 218457 223155 238545 243675 256215 261725 279775 282663 295965 302157 324539 364095 371925 374889 397575 427025 438615 461187 471105 493275 503595 532737 572199 606825 611661 624815 669465 715635 731025 768645 785175 839325 847989 887895 906471 953665 973617 1019435 1092285 1115775 1124667 1192725 1281075 1383561 1413315 1479825 1510785 1598211 1622695 1716597 1820475 1834983 1874445 2193075 2305935 2355525 2374297 2517975 2543967 2663685 2719413 2860995 2920851 3058305 3124075 3347325 3374001 3578175 3623927 3843225 3873853 4150683 4239945 4439475 4532355 4768325 4868085 5097175 5149791 5461425 5504949 5623335 5912723 6917805 7066575 7122891 7553925 7991055 8113475 8582985 8762553 9174915 9372225 10122003 10871781 11529675 11621559 11871485 12719835 13318425 13597065 14304975 14604255 15291525 15449373 16514847 16870005 17738169 18119635 19369265 20753415 21199725 21368673 22661775 24340425 25748955 26287659 27524745 28116675 29563615 30366009 32615343 34589025 34864677 35614455 39955275 42914925 43812765 45874575 46348119 49544541 50610015 53214507 54358905 58107795 59357425 63599175 64106019 67985325 68854613 73021275 73603207 77246865 78862977 82574235 84350025 88690845 90598175 96846325 97846029 103767075 104594031 106843365 112341737 128744775 131438295 137623725 147818075 151830045 159643521 163076715 174323385 178072275 192318057 206563839 219063825 220809621 231740595 247722705 253050075 266072535 271794525 290538975 293538087 313782093 320530095 337025211 344273065 368016035 386234325 394314885 412871175 443454225 478930563 489230145 522970155 534216825 561708685 576954171 619691517 657191475 662428863 759150225 798217605 815383575 871616925 880614261 941346279 961590285 1011075633 1032819195 1104048105 1158702975 1238613525 1330362675 1436791689 1467690435 1568910465 1602650475 1685126055 1721365325 1840080175 1859074551 1971574425 1987286589 2134493003 2394652815 2446150725 2614850775 2808543425 2884770855 3033226899 3098457585 3312144315 3991088025 4403071305 4706731395 4807951425 5055378165 5164095975 5520240525 5577223653 5961859767 6403479009 7183958445 7338452175 7844552325 8425630275 9099680697 9295372755 9936432945 10672465015 11973264075 14423854275 15166134495 15492287925 16560721575 16731670959 17885579301 19210437027 22015356525 23533656975 25276890825 27299042091 27886118265 29809298835 32017395045 35919792225 45498403485 46476863775 49682164725 53362325075 57631311081 75830672475 83658354795 89427896505 96052185135 136495210455 139430591325 149046494175 160086975225 172893933243 227492017425 288156555405 418291773975 447139482525 480260925675 518681799729 682476052275 864469666215 1440782777025 2593408998645 4322348331075 12967044993225
• Sum of all divisors σ(n): 27148957355520
• Sum of proper divisors (its aliquot sum) s(n): 14181912362295
• 12967044993225 is an abundant number, because the sum of its proper divisors (14181912362295) is greater than itself. Its abundance is 1214867369070

Bases of 12967044993225

• Binary: 10111100101100100000000111000101000011001001₂
• Hexadecimal: 0xBCB201C50C9
• Base-36: 4LGZ7SFK9

Squares and roots of 12967044993225

• 12967044993225 squared (12967044993225²) is 168144255856321540295900625
• 12967044993225 cubed (12967044993225³) is 2180334131041257614059678284398398265625
• The square root of 12967044993225 is 3600978.3383443173
• The cube root of 12967044993225 is 23493.4612822025

Scales and comparisons

• 12,967,044,993,225 seconds is equal to 412,311 years, 47 weeks, 6 days, 6 hours, 33 minutes, 45 seconds.
• To count from 1 to 12,967,044,993,225 would take you about one million, thirty thousand, seven hundred seventy-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 12967044993225 cubic inches would be around 1957.8 feet tall.

Recreational maths with 12967044993225

• 12967044993225 backwards is 52239944076921
• The number of decimal digits it has is: 14
• The sum of 12967044993225's digits is 63
• More coming soon!