18016357096112

Names of 18016357096112

• Cardinal: 18016357096112 can be written as Eighteen trillion, sixteen billion, three hundred fifty-seven million, ninety-six thousand, one hundred twelve.

Scientific notation

• Scientific notation: 1.8016357096112 × 10¹³

Factors of 18016357096112

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 719

Divisors of 18016357096112

• Number of divisors d(n): 640
• Complete list of divisors:
  1 2 4 8 16 17 19 23 31 34 38 46 62 68 76 89 92 124 136 137 152 178 184 248 272 274 304 323 356 368 391 401 437 496 527 548 589 646 712 713 782 802 874 1054 1096 1178 1292 1424 1426 1513 1564 1604 1691 1748 2047 2108 2192 2329 2356 2584 2603 2759 2852 3026 3128 3151 3208 3382 3496 4094 4216 4247 4658 4712 5168 5206 5518 5704 6052 6256 6302 6416 6764 6817 6992 7429 7619 8188 8432 8494 9223 9316 9424 10013 10412 11036 11408 12104 12121 12193 12431 12604 13528 13547 13634 14858 15238 16376 16988 18446 18632 20026 20824 22072 24208 24242 24386 24862 25208 27056 27094 27268 28747 29716 30476 32752 33976 34799 35689 36892 37264 38893 40052 41648 44144 44251 46903 48484 48772 49724 50416 52421 53567 54188 54536 54937 57494 59432 59869 60952 63457 67952 69598 71378 72199 73784 77786 80104 80693 88502 93806 96968 97544 97681 99448 104842 107134 108376 109072 109874 114988 118864 119738 121904 126914 129523 139196 142756 144398 147568 155572 156791 160208 161386 175237 177004 187612 193936 195088 195362 198896 207281 209684 211327 214268 216752 219748 229976 230299 231667 236189 239476 253828 259046 278392 280439 285512 285913 288796 311144 313582 322772 350474 354008 375224 377983 390724 414562 419368 422654 428536 439496 459952 460598 463334 472378 478952 507656 518092 556784 560878 571024 571826 577592 606713 622288 627164 645544 661181 678091 700948 708016 750448 755966 781448 820847 829124 838736 845308 857072 878992 891157 921196 926668 933929 944756 957904 1015312 1017773 1036184 1043803 1078769 1106359 1121756 1143652 1155184 1205683 1213426 1254328 1263551 1291088 1322362 1356182 1371781 1401896 1511932 1562896 1641694 1658248 1660577 1690616 1703047 1782314 1842392 1853336 1855939 1867858 1889512 2035546 2072368 2087606 2157538 2212718 2243512 2287304 2411366 2426852 2508656 2527102 2644724 2712364 2743562 2803792 2979029 3023864 3283388 3316496 3321154 3381232 3406094 3564628 3684784 3706672 3711878 3735716 3779024 3938339 4015213 4071092 4175212 4315076 4425436 4487024 4574608 4767463 4822732 4853704 4860521 4889393 5054204 5289448 5328341 5424728 5432347 5487124 5958058 6047728 6425711 6566776 6642308 6812188 7129256 7181677 7423756 7471432 7876678 8030426 8142184 8350424 8630152 8693609 8850872 9534926 9645464 9707408 9721042 9778786 10108408 10578896 10656682 10849456 10864694 10974248 11527547 11916116 12851422 13133552 13284616 13624376 13954399 14258512 14363354 14847512 14942864 15596093 15753356 16060852 16284368 16700848 17260304 17387218 17701744 17744651 18808103 19069852 19290928 19442084 19557572 20216816 20496611 21020821 21313364 21480367 21729388 21948496 23055094 23832232 24007469 25446257 25702844 26569232 27248752 27908798 28726708 28951799 29695024 31192186 31506712 31550963 32121704 32357893 34774436 35489302 37616206 38139704 38884168 39115144 39170081 40993222 42041642 42626728 42960734 43458776 46110188 47664464 48014938 50892514 51405688 55817596 57453416 57903598 62384372 63013424 63101926 64243408 64715786 69548872 70978604 75232412 76279408 77768336 78230288 78340162 81986444 83119681 84083284 85253456 85921468 86917552 90581797 92220376 92349899 92898467 96029876 101785028 102811376 111635192 112456039 114906832 115807196 122088509 124768744 126203852 129431572 139097744 141957208 147791353 150464824 151571183 156680324 163972888 165178571 166239362 168166568 171842936 181163594 184440752 184699798 185796934 192059752 203570056 223270384 224912078 231614392 244177018 249537488 252407704 258863144 265133581 283914416 295582706 300929648 303142366 313360648 327945776 330357142 332478724 336333136 343685872 357353957 362327188 369399596 371593868 384119504 407140112 408126973 432586369 449824156 463228784 483478883 488354036 504815408 517726288 530267162 550084181 591165412 606284732 626721296 660714284 664957448 665891377 714707914 724654376 738799192 743187736 744231539 816253946 865172738 899648312 966957766 976708072 1060534324 1100168362 1182330824 1212569464 1321428568 1329914896 1331782754 1429415828 1449308752 1477598384 1486375472 1488463078 1579273939 1632507892 1730345476 1799296624 1911752663 1933915532 1953416144 2121068648 2136664741 2200336724 2364661648 2425138928 2576710111 2642857136 2663565508 2808035707 2858831656 2879852477 2976926156 3158547878 3265015784 3460690952 3486137209 3823505326 3867831064 4242137296 4273329482 4400673448 5153420222 5327131016 5616071414 5717663312 5759704954 5953852312 6317095756 6530031568 6921381904 6972274418 7647010652 7735662128 8219141011 8546658964 8801346896 10306840444 10654262032 11232142828 11519409908 11907704624 12634191512 12651936163 13944548836 15294021304 16438282022 17093317928 20613680888 22464285656 23038819816 25268383024 25303872326 27889097672 30588042608 32876564044 34186635856 36323300597 41227361776 44928571312 46077639632 48957492109 50607744652 55778195344 59264332553 65753128088 66236606971 72646601194 97914984218 101215489304 118528665106 131506256176 132473213942 145293202388 195829968436 202430978608 237057330212 264946427884 290586404776 391659936872 474114660424 529892855768 581172809552 783319873744 948229320848 1059785711536 1126022318507 2252044637014 4504089274028 9008178548056 18016357096112
• Sum of all divisors σ(n): 42793032499200
• Sum of proper divisors (its aliquot sum) s(n): 24776675403088
• 18016357096112 is an abundant number, because the sum of its proper divisors (24776675403088) is greater than itself. Its abundance is 6760318306976

Bases of 18016357096112

• Binary: 100000110001011000010100100001001101010110000₂
• Hexadecimal: 0x1062C2909AB0
• Base-36: 6DWLLUH0W

Squares and roots of 18016357096112

• 18016357096112 squared (18016357096112²) is 324589123014625217205516544
• 18016357096112 cubed (18016357096112³) is 5847913549745313925558787302166814076928
• The square root of 18016357096112 is 4244567.9516426639
• The cube root of 18016357096112 is 26215.3500051251

Scales and comparisons

• 18,016,357,096,112 seconds is equal to 572,864 years, 22 weeks, 1 day, 13 hours, 48 minutes, 32 seconds.
• To count from 1 to 18,016,357,096,112 would take you about one million, four hundred thirty-two thousand, one hundred sixty-one 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 18016357096112 cubic inches would be around 2184.6 feet tall.

Recreational maths with 18016357096112

• 18016357096112 backwards is 21169075361081
• The number of decimal digits it has is: 14
• The sum of 18016357096112's digits is 50
• More coming soon!