18144347093952

Names of 18144347093952

• Cardinal: 18144347093952 can be written as Eighteen trillion, one hundred forty-four billion, three hundred forty-seven million, ninety-three thousand, nine hundred fifty-two.

Scientific notation

• Scientific notation: 1.8144347093952 × 10¹³

Factors of 18144347093952

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 534

Divisors of 18144347093952

• Number of divisors d(n): 672
• Complete list of divisors:
  1 2 3 4 6 8 12 16 24 32 37 41 48 53 64 67 74 82 96 106 111 123 134 148 159 164 192 201 212 222 246 268 296 318 328 331 402 424 444 492 536 592 636 656 662 804 848 888 984 993 1072 1184 1272 1312 1324 1517 1608 1696 1776 1961 1968 1986 2144 2173 2368 2479 2544 2624 2648 2747 2809 3034 3216 3392 3551 3552 3922 3936 3972 4288 4346 4551 4958 5088 5296 5494 5618 5883 6068 6432 6519 7102 7104 7437 7844 7872 7944 8241 8427 8692 9102 9916 10176 10592 10653 10988 11236 11766 12136 12247 12864 13038 13571 14204 14874 15688 15888 16482 16854 17384 17543 18204 19832 21184 21306 21976 22177 22472 23532 24272 24494 26076 27142 28408 29748 31376 31776 32964 33708 34768 35086 36408 36741 39664 40713 42612 43952 44354 44944 47064 48544 48988 52152 52629 54284 56816 59496 62752 63552 65928 66531 67416 69536 70172 72816 73482 79328 80401 81426 85224 87904 88708 89888 94128 97088 97976 101639 103933 104304 105258 108568 113632 115169 118992 125504 131387 131856 133062 134832 139072 140344 145591 145632 146964 158656 160802 162852 170448 175808 177416 179776 188203 188256 195952 203278 207866 208608 210516 217136 227264 230338 237984 241203 262774 263712 266124 269664 280688 291182 291264 293928 304917 311799 321604 325704 340896 345507 354832 376406 376512 391904 394161 406556 415732 417216 421032 434272 436773 460676 475968 482406 502127 525548 527424 532248 539328 561376 564609 582364 587856 609834 623598 643208 649091 651408 681792 691014 709664 719263 752812 783808 788322 813112 820549 831464 842064 868544 873546 909257 921352 929779 964812 1004254 1051096 1064496 1122752 1129218 1164728 1175381 1175712 1219668 1247196 1286416 1298182 1302816 1382028 1419328 1438526 1505624 1506381 1576644 1626224 1641098 1662928 1684128 1747092 1818514 1842704 1859558 1929624 1947273 2008508 2102192 2128992 2157789 2258436 2329456 2350762 2351424 2439336 2461647 2494392 2572832 2596364 2605632 2727771 2764056 2789337 2877052 3011248 3012762 3153288 3252448 3282196 3325856 3368256 3494184 3526143 3637028 3685408 3719116 3859248 3894546 4017016 4204384 4257984 4261253 4315578 4516872 4658912 4701524 4878672 4923294 4988784 5145664 5192728 5386867 5455542 5528112 5578674 5754104 6022496 6025524 6306576 6504896 6564392 6651712 6963511 6988368 7052286 7274056 7370816 7438232 7716323 7718496 7789092 8034032 8408768 8522506 8631156 9033744 9317824 9403048 9757344 9846588 9977568 10385456 10773734 10911084 11056224 11157348 11508208 12044992 12051048 12613152 12783759 13128784 13927022 13976736 14104572 14548112 14876464 15432646 15436992 15578184 16068064 16160601 17045012 17262312 18067488 18806096 19514688 19693176 19955136 20770912 20890533 21547468 21822168 22112448 22314696 23016416 23148969 24102096 25226304 25567518 26257568 26612731 27854044 27953472 28209144 29096224 29752928 30865292 31156368 32136128 32321202 33642509 34090024 34401823 34524624 36134976 37612192 38120939 39386352 41541824 41781066 43094936 43489097 43644336 44629392 46032832 46297938 48190621 48204192 51135036 52515136 53225462 55708088 56418288 58192448 59505856 61730584 62295193 62312736 64642404 67285018 68180048 68803646 69049248 75224384 76241878 78772704 79838193 83562132 86189872 86978194 87288672 89258784 92595876 96381242 96408384 100927527 102270072 103205469 106450924 111416176 112836576 114362817 123461168 124590386 124625472 129284808 130467291 134570036 136360096 137607292 138098496 144571863 152483756 157545408 159676386 167124264 172379744 173956388 174577344 178517568 185191752 186885579 192762484 201855054 204540144 206410938 212901848 222832352 225673152 228725634 246922336 249180772 258569616 260934582 269140072 272720192 275214584 285503951 289143726 304967512 319352772 334248528 344759488 347912776 370383504 373771158 385524968 403710108 409080288 412821876 425803696 445664704 457451268 493844672 498361544 517139232 521869164 538280144 550429168 571007902 578287452 609935024 638705544 668497056 695825552 740767008 747542316 771049936 807420216 818160576 825643752 851607392 856511853 914902536 996723088 1034278464 1043738328 1076560288 1100858336 1142015804 1156574904 1219870048 1277411088 1336994112 1391651104 1410474743 1481534016 1495084632 1542099872 1614840432 1651287504 1703214784 1713023706 1783052977 1829805072 1993446176 2087476656 2153120576 2201716672 2284031608 2304922141 2313149808 2439740096 2554102913 2554822176 2783302208 2820949486 2990169264 3084199744 3229680864 3302575008 3426047412 3566105954 3659610144 3986892352 4174953312 4231424229 4568063216 4609844282 4626299616 5108205826 5109644352 5349158931 5641898972 5980338528 6459361728 6605150016 6852094824 6914766423 7132211908 7319220288 7662308739 8349906624 8462848458 9136126432 9219688564 9252599232 10216411652 10698317862 11283797944 11960677056 13704189648 13829532846 14264423816 15324617478 16925696916 18272252864 18439377128 20432823304 21396635724 22567595888 27408379296 27659065692 28528847632 30649234956 33851393832 36878754256 40865646608 42793271448 45135191776 54816758592 55318131384 57057695264 61298469912 67702787664 73757508512 81731293216 85586542896 90270383552 94501807781 110636262768 114115390528 122596939824 135405575328 147515017024 163462586432 171173085792 189003615562 221272525536 245193879648 270811150656 283505423343 342346171584 378007231124 442545051072 490387759296 567010846686 756014462248 1134021693372 1512028924496 2268043386744 3024057848992 4536086773488 6048115697984 9072173546976 18144347093952
• Sum of all divisors σ(n): 52404061027584
• Sum of proper divisors (its aliquot sum) s(n): 34259713933632
• 18144347093952 is an abundant number, because the sum of its proper divisors (34259713933632) is greater than itself. Its abundance is 16115366839680

Bases of 18144347093952

• Binary: 100001000000010001111010111001111101111000000₂
• Hexadecimal: 0x10808F5CFBC0
• Base-36: 6FJEBSBEO

Squares and roots of 18144347093952

• 18144347093952 squared (18144347093952²) is 329217331465804387514978304
• 18144347093952 cubed (18144347093952³) is 5973433531460200167069487861054729617408
• The square root of 18144347093952 is 4259618.1864049741
• The cube root of 18144347093952 is 26277.2823982905

Scales and comparisons

• 18,144,347,093,952 seconds is equal to 576,934 years, 5 weeks, 6 days, 6 hours, 59 minutes, 12 seconds.
• To count from 1 to 18,144,347,093,952 would take you about one million, four hundred forty-two thousand, three hundred thirty-five 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 18144347093952 cubic inches would be around 2189.8 feet tall.

Recreational maths with 18144347093952

• 18144347093952 backwards is 25939074344181
• The number of decimal digits it has is: 14
• The sum of 18144347093952's digits is 60
• More coming soon!