12012329379596

Names of 12012329379596

• Cardinal: 12012329379596 can be written as Twelve trillion, twelve billion, three hundred twenty-nine million, three hundred seventy-nine thousand, five hundred ninety-six.

Scientific notation

• Scientific notation: 1.2012329379596 × 10¹³

Factors of 12012329379596

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 613

Divisors of 12012329379596

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 4 7 13 14 19 26 28 31 38 52 59 62 76 91 118 124 133 151 182 217 236 247 266 302 331 361 364 403 413 434 494 532 589 604 662 722 767 806 826 868 988 1057 1121 1178 1324 1444 1534 1612 1652 1729 1829 1963 2114 2242 2317 2356 2527 2821 2869 3068 3458 3658 3926 4123 4228 4303 4484 4634 4681 4693 5054 5369 5642 5738 6289 6916 7316 7657 7847 7852 8246 8606 8909 9268 9362 9386 10108 10261 10738 11191 11284 11476 12578 12803 13741 14573 15314 15694 16492 17212 17818 18724 18772 19529 20083 20522 21299 21476 22382 23777 25156 25606 27482 29146 30121 30628 31388 32767 32851 34751 35636 37297 39058 40166 41044 42598 44023 44764 47554 49981 51212 53599 54511 54964 58292 60242 60853 62363 65534 65702 69502 71827 74594 78116 78337 80332 81757 85196 88046 88939 95108 99962 102011 107198 109022 115817 119491 120484 121706 124726 131068 131404 133393 136703 139004 143654 145483 149093 149188 156674 163514 166439 169271 176092 177878 194959 199924 204022 214396 218044 231634 238982 243257 243412 249452 253877 261079 266786 273406 276179 276887 287308 290966 298186 313348 327028 332878 338542 349867 355756 371051 381577 389918 408044 425971 451763 463268 477964 486514 507754 522158 533572 546812 552358 553774 572299 581932 596372 605399 622573 649753 660269 665756 677084 699734 708643 742102 763154 779836 810719 836437 851942 903526 933751 949639 973028 1015508 1018381 1044316 1104716 1107548 1144598 1156207 1184897 1210798 1245146 1299506 1320538 1364713 1399468 1417286 1484204 1526308 1549411 1553383 1621438 1672874 1689841 1703884 1777139 1807052 1867502 1899278 1933253 1938209 2036762 2200523 2289196 2312414 2369794 2421596 2490292 2534467 2597357 2599012 2641076 2729426 2834572 2948879 3098822 3106766 3162341 3216149 3242876 3345748 3379682 3554278 3590327 3704221 3735004 3798556 3866506 3876418 4073524 4237793 4401046 4548271 4621883 4624828 4739588 4823663 4960501 5068934 5194714 5247401 5458852 5897758 6197644 6213532 6324682 6432298 6647473 6759364 7049969 7108556 7180654 7408442 7733012 7752836 7870187 8093449 8475586 8583497 8802092 9096542 9243766 9647326 9921002 10137868 10389428 10494802 10845877 10873681 11502581 11795516 11828887 12345307 12649364 12864596 13294946 14099938 14361308 14816884 15403661 15740374 16186898 16951172 17166994 17741269 18043141 18193084 18487532 19294652 19842004 20142343 20642153 20989604 21691754 21747362 21967933 22513043 23005162 23657774 24690614 25132289 25929547 26589892 28199876 29438809 30807322 31480748 32373796 33765641 34333988 35482538 36086282 36731807 38335427 40284686 41284306 41809937 43383508 43494724 43935866 45026086 46010324 47315548 48154873 49349783 49381228 50264578 51859094 55091309 56028701 58877618 60084479 61614644 67531282 68216213 70965076 72172564 73463614 76670854 80518067 80569372 82568612 83619874 86417149 87871732 90052172 91415249 91649597 96309746 98699566 99700619 100529156 103718188 110182618 112057402 117755236 120168958 126301987 135062564 136432426 140996401 146927228 149533553 153341708 153775531 161036134 167239748 172834298 182830498 183299194 192619492 197399132 199401238 206071663 218549039 220365236 224114804 234560833 240337916 252603974 268347989 272864852 281992802 292669559 299067106 307551062 322072268 337084111 345668596 365660996 366598388 382704517 392200907 398802476 412143326 437098078 469121666 477513491 505207948 536695978 559337371 563985604 585339118 598134212 615102124 639906743 641547179 674168222 697904333 728373113 765409034 784401814 824286652 874196156 938243332 955026982 1046734871 1064545319 1073391956 1118674742 1170678236 1188398237 1279813486 1283094358 1296108047 1348336444 1395808666 1456746226 1529843273 1530818068 1568803628 1641925831 1736889731 1910053964 2093469742 2129090638 2237349484 2376796474 2559626972 2566188716 2592216094 2678931619 2791617332 2841137507 2913492452 3059686546 3283851662 3473779462 3915361597 4186939484 4258181276 4753592948 5098611791 5184432188 5357863238 5682275014 6119373092 6567703324 6947558924 7271385823 7451817233 7830723194 8318787659 9072756329 10197223582 10715726476 11364550028 12158228117 13839089147 14542771646 14903634466 15661446388 16637575318 18145512658 19887962549 20394447164 22579566503 24316456234 27678178294 29085543292 29807268932 33000904889 33275150636 36291025316 39775925098 45159133006 48632912468 50899700761 55356356588 66001809778 79551850196 90318266012 96873624029 101799401522 132003619556 158056965521 193747248058 203598803044 231006334223 316113931042 387494496116 429011763557 462012668446 632227862084 858023527114 924025336892 1716047054228 3003082344899 6006164689798 12012329379596
• Sum of all divisors σ(n): 28941693419520
• Sum of proper divisors (its aliquot sum) s(n): 16929364039924
• 12012329379596 is an abundant number, because the sum of its proper divisors (16929364039924) is greater than itself. Its abundance is 4917034660328

Bases of 12012329379596

• Binary: 10101110110011010110101000000010011100001100₂
• Hexadecimal: 0xAECD6A0270C
• Base-36: 49ADYRHFW

Squares and roots of 12012329379596

• 12012329379596 squared (12012329379596²) is 144296057123905222261123216
• 12012329379596 cubed (12012329379596³) is 1733331766349349394624662729563392300736
• The square root of 12012329379596 is 3465880.7509197429
• The cube root of 12012329379596 is 22902.1230652401

Scales and comparisons

• 12,012,329,379,596 seconds is equal to 381,954 years, 47 weeks, 5 days, 59 minutes, 56 seconds.
• To count from 1 to 12,012,329,379,596 would take you about nine hundred fifty-four thousand, eight hundred eighty-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 12012329379596 cubic inches would be around 1908.5 feet tall.

Recreational maths with 12012329379596

• 12012329379596 backwards is 69597392321021
• 12012329379596 is a Harshad number.
• The number of decimal digits it has is: 14
• The sum of 12012329379596's digits is 59
• More coming soon!