18270139609764

Names of 18270139609764

• Cardinal: 18270139609764 can be written as Eighteen trillion, two hundred seventy billion, one hundred thirty-nine million, six hundred nine thousand, seven hundred sixty-four.

Scientific notation

• Scientific notation: 1.8270139609764 × 10¹³

Factors of 18270139609764

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 7454

Divisors of 18270139609764

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 6 7 9 12 14 17 18 21 28 34 36 42 49 51 63 67 68 84 98 102 119 126 134 147 153 181 196 201 204 238 252 268 294 306 343 357 362 402 441 469 476 543 588 603 612 686 714 724 804 833 882 938 1029 1071 1086 1139 1206 1267 1372 1407 1428 1629 1666 1764 1876 2058 2142 2172 2278 2412 2499 2534 2814 3077 3087 3258 3283 3332 3417 3801 4116 4221 4284 4556 4998 5068 5628 5831 6154 6174 6516 6566 6834 7177 7497 7602 7973 8442 8869 9231 9849 9996 10251 11403 11662 12127 12308 12348 13132 13668 14354 14994 15204 15946 16884 17493 17738 18462 19698 20502 21531 21539 22806 22981 23324 23919 24254 26607 27693 28708 29547 29988 31892 34986 35476 36381 36924 39396 41004 43062 43078 45612 45962 47838 48508 50239 52479 53214 55386 55811 59094 62083 64593 64617 68943 69972 71757 72762 79821 84889 86124 86156 91924 95676 100478 104958 106428 109143 110772 111622 118188 122009 124166 129186 129234 137886 143514 145524 150717 150773 159642 167433 169778 186249 193851 200956 206159 206829 209916 218286 223244 244018 248332 254667 258372 258468 275772 287028 301434 301546 319284 334866 339556 351673 366027 372498 387702 390677 412318 413658 436572 452151 452319 480859 488036 502299 509334 558747 594223 602868 603092 618477 669732 703346 732054 744996 764001 775404 781354 824636 827316 854063 904302 904638 961718 1004598 1018668 1055019 1055411 1098081 1117494 1172031 1188446 1236954 1299037 1356957 1406692 1442577 1443113 1464108 1528002 1562708 1708126 1782669 1808604 1809276 1855431 1923436 2009196 2110038 2110822 2196162 2234988 2344062 2376892 2461711 2473908 2562189 2598074 2713914 2885154 2886226 3056004 3165057 3166233 3366013 3416252 3516093 3565338 3710862 3897111 4159561 4220076 4221644 4327731 4329339 4392324 4688124 4923422 5124378 5196148 5348007 5427828 5770308 5772452 5978441 6330114 6332466 6732026 7032186 7130676 7385133 7421724 7686567 7794222 8174603 8319122 8655462 8658678 9093259 9498699 9846844 10098039 10101791 10248756 10696014 11691333 11956882 12478683 12660228 12664932 12988017 13464052 14064372 14770266 15373134 15588444 16349206 16638244 17310924 17317356 17935323 18186518 18997398 20196078 20203582 21392028 22083629 22155399 23382666 23562091 23913764 24523809 24957366 25976034 27279777 29540532 30294117 30305373 30746268 32698412 35870646 36373036 37436049 37994796 40392156 40407164 41849087 44167258 44310798 46765332 47124182 49047618 49914732 51952068 53805969 54559554 57222221 60588234 60610746 63652813 66250887 70686273 70712537 71741292 73571427 74872098 81839331 83698174 87035479 88334516 88621596 90916119 94248364 98095236 107611938 109119108 114444442 121176468 121221492 125547261 127305626 132501774 141372546 141425074 147142854 149744196 154585403 163678662 164934637 167396348 171666663 174070958 181832238 190958439 198752661 212058819 212137611 215223876 228888884 251094522 254611252 261106437 265003548 282745092 282850148 294285708 309170806 327357324 329869274 343333326 348141916 363664476 376641783 381916878 397505322 400555547 424117638 424275222 445569691 463756209 494803911 502189044 514999989 522212874 572875317 609248353 618341612 636412833 659738548 686666652 753283566 763833756 783319311 795010644 801111094 848235276 848550444 891139382 927512418 989607822 1029999978 1044425748 1082097821 1145750634 1201666641 1218496706 1272825666 1336709073 1391268627 1479603143 1484411733 1506567132 1566638622 1602222188 1782278764 1827745059 1855024836 1979215644 2059999956 2164195642 2291501268 2403333282 2436993412 2545651332 2673418146 2782537254 2803888829 2959206286 2968823466 3133277244 3246293463 3604999923 3655490118 4010127219 4264738471 4328391284 4438809429 4806666564 5346836292 5483235177 5565074508 5607777658 5918412572 5937646932 6492586926 7209999846 7310980236 7574684747 8020254438 8411666487 8529476942 8877618858 9738880389 10357222001 10966470354 11215555316 12794215413 12985173852 13316428287 14419999692 15149369494 16040508876 16823332974 17058953884 17755237716 19477760778 20714444002 21932940708 22724054241 25234999461 25588430826 26632856574 29853169297 30298738988 31071666003 33646665948 38382646239 38955521556 41428888004 45448108482 50469998922 51176861652 53265713148 59706338594 62143332006 68172162723 72500554007 76765292478 89559507891 90896216964 93214998009 100939997844 119412677188 124286664012 136344325446 145001108014 153530584956 179119015782 186429996018 217501662021 268678523673 272688650892 290002216028 358238031564 372859992036 435003324042 507503878049 537357047346 652504986063 870006648084 1015007756098 1074714094692 1305009972126 1522511634147 2030015512196 2610019944252 3045023268294 4567534902441 6090046536588 9135069804882 18270139609764
• Sum of all divisors σ(n): 58204644825600
• Sum of proper divisors (its aliquot sum) s(n): 39934505215836
• 18270139609764 is an abundant number, because the sum of its proper divisors (39934505215836) is greater than itself. Its abundance is 21664365606072

Bases of 18270139609764

• Binary: 100001001110111011001001011100111001010100100₂
• Hexadecimal: 0x109DD92E72A4
• Base-36: 6H56PEHT0

Squares and roots of 18270139609764

• 18270139609764 squared (18270139609764²) is 333798001360267446204135696
• 18270139609764 cubed (18270139609764³) is 6098536086312279820766700608000342535744
• The square root of 18270139609764 is 4274358.3857421221
• The cube root of 18270139609764 is 26337.8683187103

Scales and comparisons

• 18,270,139,609,764 seconds is equal to 580,933 years, 48 weeks, 1 day, 4 hours, 29 minutes, 24 seconds.
• To count from 1 to 18,270,139,609,764 would take you about one million, four hundred fifty-two thousand, three hundred thirty-four 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 18270139609764 cubic inches would be around 2194.8 feet tall.

Recreational maths with 18270139609764

• 18270139609764 backwards is 46790693107281
• 18270139609764 is a Harshad number.
• The number of decimal digits it has is: 14
• The sum of 18270139609764's digits is 63
• More coming soon!