3622196820996

Names of 3622196820996

• Cardinal: 3622196820996 can be written as Three trillion, six hundred twenty-two billion, one hundred ninety-six million, eight hundred twenty thousand, nine hundred ninety-six.

Scientific notation

• Scientific notation: 3.622196820996 × 10¹²

Factors of 3622196820996

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 3242

Divisors of 3622196820996

• Number of divisors d(n): 432
• Complete list of divisors:
  1 2 3 4 6 9 12 13 18 26 36 39 43 47 52 78 86 94 97 117 129 141 156 169 172 188 194 234 258 282 291 338 387 388 423 468 507 516 559 564 582 611 676 774 846 873 1014 1118 1164 1222 1261 1521 1548 1677 1692 1746 1833 2021 2028 2236 2444 2522 3037 3042 3354 3492 3666 3783 4042 4171 4559 5031 5044 5499 6063 6074 6084 6708 7267 7332 7566 7943 8084 8342 9111 9118 10062 10998 11349 12126 12148 12513 13677 14534 15132 15886 16393 16684 18189 18222 18236 20124 21801 21996 22698 23829 24252 25026 26273 27333 27354 29068 31772 32786 36378 36444 37539 39481 41031 43602 45396 47658 49179 50052 52546 54223 54666 54708 59267 65403 65572 71487 72756 75078 78819 78962 82062 87204 95316 98358 105092 108446 109332 118443 118534 130591 130806 142739 142974 147537 150156 157638 157924 162669 164124 177801 196037 196716 216892 236457 236886 237068 261182 261612 285478 285948 294589 295074 315276 325338 341549 355329 355602 391773 392074 428217 472914 473772 488007 513253 522364 533403 570956 588111 589178 590148 650676 683098 704899 710658 711204 770471 783546 784148 856434 883767 945828 976014 1024647 1026506 1066806 1175319 1176222 1178356 1284651 1366196 1409798 1421316 1539759 1540942 1567092 1697683 1712868 1764333 1767534 1855607 1952028 2049294 2053012 2114697 2133612 2311413 2350638 2352444 2548481 2569302 2651301 2819596 3073941 3079518 3081884 3395366 3528666 3535068 3711214 3829657 4098588 4229394 4619277 4622826 4701276 5093049 5096962 5138604 5302602 5566821 6137777 6147882 6159036 6344091 6790732 6934239 7057332 7422428 7645443 7659314 8458788 9238554 9245652 10186098 10193924 10605204 11133642 11488971 12275554 12295764 12667327 12688182 13845683 13868478 15279147 15290886 15318628 16700463 18413331 18477108 20372196 22069879 22267284 22936329 22977942 24122891 24551108 25334654 25376364 27691366 27736956 30558294 30581772 33130253 33400926 34466913 36826662 38001981 41537049 44139758 45872658 45955884 48245782 49785541 50669308 55239993 55382732 61116588 66209637 66260506 66801852 68933826 72368673 73653324 76003962 79791101 83074098 88279516 91745316 96491564 99390759 99571082 110479986 114005943 124611147 132419274 132521012 137867652 144737346 149356623 152007924 159582202 164675251 166148196 179993879 198628911 198781518 199142164 217106019 220959972 228011886 239373303 249222294 264838548 289474692 298172277 298713246 319164404 329350502 359987758 397257822 397563036 434212038 448069869 456023772 478746606 494025753 498444588 539981637 595364369 596344554 597426492 658701004 718119909 719975516 794515644 868424076 896139738 957493212 988051506 1037284313 1079963274 1190728738 1192689108 1436239818 1482077259 1619944911 1786093107 1792279476 1976103012 2074568626 2140778263 2159926548 2339920427 2381457476 2872479636 2964154518 3111852939 3239889822 3572186214 4149137252 4281556526 4679840854 5358279321 5928309036 6223705878 6422334789 6479779644 7019761281 7144372428 7739736797 8563113052 9335558817 9359681708 10716558642 12447411756 12844669578 14039522562 15479473594 18671117634 19267004367 21059283843 21433117284 23219210391 25689339156 28079045124 30958947188 37342235268 38534008734 42118567686 46438420782 69657631173 77068017468 84237135372 92876841564 100616578361 139315262346 201233156722 278630524692 301849735083 402466313444 603699470166 905549205249 1207398940332 1811098410498 3622196820996
• Sum of all divisors σ(n): 10471291294464
• Sum of proper divisors (its aliquot sum) s(n): 6849094473468
• 3622196820996 is an abundant number, because the sum of its proper divisors (6849094473468) is greater than itself. Its abundance is 3226897652472

Bases of 3622196820996

• Binary: 110100101101011011110000010011110000000100₂
• Hexadecimal: 0x34B5BC13C04
• Base-36: 1A80IGQH0

Squares and roots of 3622196820996

• 3622196820996 squared (3622196820996²) is 13120309810033528466432016
• 3622196820996 cubed (3622196820996³) is 47524344484386079475282919453955407936
• The square root of 3622196820996 is 1903206.9832248935
• The cube root of 3622196820996 is 15357.6234503149

Scales and comparisons

• 3,622,196,820,996 seconds is equal to 115,174 years, 34 weeks, 7 hours, 36 minutes, 36 seconds.
• To count from 1 to 3,622,196,820,996 would take you about two hundred eighty-seven thousand, nine hundred thirty-six 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 3622196820996 cubic inches would be around 1279.8 feet tall.

Recreational maths with 3622196820996

• 3622196820996 backwards is 6990286912263
• The number of decimal digits it has is: 13
• The sum of 3622196820996's digits is 63
• More coming soon!