340854067012096

Names of 340854067012096

• Cardinal: 340854067012096 can be written as Three hundred forty trillion, eight hundred fifty-four billion, sixty-seven million, twelve thousand and ninety-six.

Scientific notation

• Scientific notation: 3.40854067012096 × 10¹⁴

Factors of 340854067012096

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 20611

Divisors of 340854067012096

• Number of divisors d(n): 320
• Complete list of divisors:
  1 2 4 8 11 16 22 32 37 44 64 74 88 89 128 148 176 178 256 296 352 356 407 512 592 704 712 814 941 979 1184 1408 1424 1628 1882 1958 2368 2816 2848 3256 3293 3764 3916 4736 5632 5696 6512 6586 7528 7832 9472 10351 11392 13024 13172 15056 15664 18944 19531 20702 22784 26048 26344 30112 31328 34817 36223 39062 41404 45568 52096 52688 60224 62656 69634 72446 78124 82808 83749 104192 105376 120448 125312 139268 144892 156248 165616 167498 208384 210752 214841 240896 250624 278536 289784 312496 331232 334996 382987 421504 429682 481792 501248 557072 579568 624992 662464 669992 722647 765974 843008 859364 921239 1114144 1159136 1249984 1324928 1339984 1445294 1531948 1686016 1718728 1738259 1842478 2228288 2318272 2499968 2649856 2679968 2890588 3063896 3098713 3437456 3476518 3684956 4456576 4636544 4999936 5299712 5359936 5781176 6127792 6197426 6874912 6953036 7369912 7949117 8913152 9273088 9999872 10719872 11562352 12255584 12394852 13749824 13906072 14739824 15898234 17826304 18378671 18546176 19120849 21439744 23124704 24511168 24789704 27499648 27812144 29479648 31796468 34085843 36757342 38241698 42879488 46249408 49022336 49579408 54999296 55624288 58959296 63592936 64315583 68171686 73514684 76483396 92498816 98044672 99158816 109998592 111248576 117918592 127185872 128631166 136343372 147029368 152966792 184997632 196089344 198317632 202165381 222497152 235837184 254371744 257262332 272686744 294058736 305933584 369995264 396635264 404330762 444994304 471674368 508743488 514524664 545373488 588117472 611867168 680010827 707471413 793270528 808661524 889988608 1017486976 1029049328 1090746976 1176234944 1223734336 1360021654 1414942826 1586541056 1617323048 1635701719 2034973952 2058098656 2181493952 2352469888 2447468672 2720043308 2829885652 3234646096 3271403438 4069947904 4116197312 4362987904 4704939776 4894937344 5440086616 5659771304 6469292192 6542806876 7480119097 8232394624 8725975808 9409879552 9789874688 10880173232 11319542608 12938584384 13085613752 14960238194 16464789248 17451951616 17992718909 21760346464 22639085216 25877168768 26171227504 29920476388 32929578496 35985437818 43520692928 45278170432 51754337536 52342455008 59840952776 60520963603 71970875636 87041385856 90556340864 103508675072 104684910016 119681905552 121041927206 143941751272 174082771712 181112681728 209369820032 239363811104 242083854412 287883502544 348165543424 362225363456 418739640064 478727622208 484167708824 575767005088 665730599633 837479280128 957455244416 968335417648 1151534010176 1331461199266 1914910488832 1936670835296 2303068020352 2662922398532 3829820977664 3873341670592 4606136040704 5325844797064 7746683341184 9212272081408 10651689594128 15493366682368 21303379188256 30986733364736 42606758376512 85213516753024 170427033506048 340854067012096
• Sum of all divisors σ(n): 772468189764480
• Sum of proper divisors (its aliquot sum) s(n): 431614122752384
• 340854067012096 is an abundant number, because the sum of its proper divisors (431614122752384) is greater than itself. Its abundance is 90760055740288

Bases of 340854067012096

• Binary: 1001101100000000101000101100101011010001000000000₂
• Hexadecimal: 0x136014595A200
• Base-36: 3CTM72WOHS

Squares and roots of 340854067012096

• 340854067012096 squared (340854067012096²) is 116181494998686430589010313216
• 340854067012096 cubed (340854067012096³) is 39600935081847760887481481829022118220660736
• The square root of 340854067012096 is 18462233.5325955619
• The cube root of 340854067012096 is 69853.7126629795

Scales and comparisons

• 340,854,067,012,096 seconds is equal to 10,838,105 years, 1 hour, 8 minutes, 16 seconds.
• To count from 1 to 340,854,067,012,096 would take you about twenty-seven million, ninety-five thousand, two hundred sixty-two 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 340854067012096 cubic inches would be around 5821.1 feet tall.

Recreational maths with 340854067012096

• 340854067012096 backwards is 690210760458043
• The number of decimal digits it has is: 15
• The sum of 340854067012096's digits is 55
• More coming soon!