18106518000096

Names of 18106518000096

• Cardinal: 18106518000096 can be written as Eighteen trillion, one hundred six billion, five hundred eighteen million and ninety-six.

Scientific notation

• Scientific notation: 1.8106518000096 × 10¹³

Factors of 18106518000096

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 5048

Divisors of 18106518000096

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 6 8 9 12 16 18 19 24 32 36 38 48 57 61 72 73 76 96 114 122 144 146 152 157 171 183 219 228 244 288 292 304 314 342 366 438 456 471 488 549 584 608 628 657 684 732 876 912 942 976 1098 1159 1168 1256 1314 1368 1387 1413 1464 1752 1824 1884 1952 2196 2318 2336 2512 2628 2736 2774 2826 2928 2983 3477 3504 3768 4161 4392 4453 4636 4733 5024 5256 5472 5548 5652 5856 5966 6954 7008 7536 8322 8784 8906 8949 9272 9466 9577 10431 10512 11096 11304 11461 11932 12483 13359 13908 14199 15072 16644 17568 17812 17898 18544 18932 19154 20862 21024 22192 22608 22922 23864 24966 26718 26847 27816 28398 28731 33288 34383 35624 35796 37088 37864 38308 40077 41724 42597 44384 45216 45844 47728 49932 53436 53694 55632 56796 57462 66576 68766 71248 71592 75728 76616 80154 83448 84607 85194 86193 89927 91688 95456 99864 103149 106872 107388 111264 113592 114924 133152 137532 142496 143184 151456 153232 160308 166896 169214 170388 172386 179854 181963 183376 199728 206298 213744 214776 217759 227184 229848 253821 269781 275064 286368 288713 306464 320616 333792 338428 340776 344772 345509 359708 363926 366752 399456 412596 427488 429552 435518 454368 459696 507642 539562 545889 550128 577426 641232 653277 676856 681552 689544 691018 699121 719416 727852 743081 761463 809343 825192 859104 866139 871036 919392 1015284 1036527 1079124 1091778 1100256 1154852 1282464 1306554 1353712 1363104 1379088 1382036 1398242 1438832 1455704 1486162 1522926 1618686 1637667 1650384 1732278 1742072 1959831 2030568 2073054 2097363 2158248 2183556 2229243 2309704 2598417 2613108 2707424 2758176 2764072 2796484 2877664 2911408 2972324 3045852 3109581 3237372 3275334 3300768 3464556 3484144 3919662 4061136 4146108 4194726 4316496 4367112 4458486 4619408 5196834 5226216 5485547 5528144 5592968 5822816 5944648 6091704 6219162 6292089 6474744 6550668 6564671 6687729 6929112 6968288 7839324 8122272 8292216 8389452 8632992 8734224 8916972 9238816 10393668 10452432 10971094 11056288 11185936 11889296 12183408 12438324 12584178 12949488 13101336 13129342 13283299 13375458 13858224 14118539 15678648 16456641 16584432 16778904 17468448 17833944 19694013 20787336 20904864 21076049 21942188 22371872 23778592 24366816 24876648 25168356 25898976 26202672 26258684 26566598 26750916 27716448 28237078 31357296 32913282 33168864 33557808 35667888 39388026 39849897 41574672 42152098 42355617 43884376 45327941 49369923 49753296 50336712 52405344 52517368 53133196 53501832 54244913 56474156 59082039 62714592 63228147 65826564 67115616 71335776 78776052 79699794 83149344 84304196 84711234 87768752 90655882 98739846 99506592 100673424 105034736 106266392 107003664 108489826 112948312 118164078 119549691 126456294 127066851 131653128 135983823 157552104 159399588 162734739 168608392 169422468 175537504 181311764 189684441 197479692 201346848 210069472 212532784 214007328 216979652 225896624 236328156 239099382 252912588 254133702 263306256 271967646 315104208 318799176 325469478 337216784 338844936 362623528 379368882 394959384 400444931 407951469 425065568 433959304 451793248 472656312 478198764 488204217 505825176 508267404 526612512 543935292 630208416 637598352 650938956 674433568 677689872 725247056 758737764 789918768 800889862 815902938 861230879 867918608 945312624 956397528 976408434 1011650352 1016534808 1030653347 1087870584 1201334793 1275196704 1301877912 1355379744 1450494112 1517475528 1579837536 1601779724 1631805876 1722461758 1735837216 1890625248 1912795056 1952816868 2023300704 2033069616 2061306694 2175741168 2402669586 2583692637 2603755824 3034951056 3091960041 3203559448 3263611752 3308939693 3444923516 3604004379 3825590112 3905633736 4066139232 4122613388 4351482336 4805339172 5167385274 5207511648 6069902112 6183920082 6407118896 6527223504 6617879386 6889847032 7208008758 7751077911 7811267472 8245226776 9275880123 9610678344 9926819079 10334770548 12367840164 12814237792 13054447008 13235758772 13779694064 14416017516 15502155822 15622534944 16490453552 18551760246 19221356688 19853638158 20669541096 24735680328 26471517544 27559388128 28832035032 29780457237 31004311644 32980907104 37103520492 38442713376 39707276316 41339082192 49471360656 52943035088 57664070064 59560914474 62008623288 62869854167 74207040984 79414552632 82678164384 98942721312 105886070176 115328140128 119121828948 124017246576 125739708334 148414081968 158829105264 188609562501 238243657896 248034493152 251479416668 296828163936 317658210528 377219125002 476487315792 502958833336 565828687503 754438250004 952974631584 1005917666672 1131657375006 1508876500008 2011835333344 2263314750012 3017753000016 4526629500024 6035506000032 9053259000048 18106518000096
• Sum of all divisors σ(n): 56211172879680
• Sum of proper divisors (its aliquot sum) s(n): 38104654879584
• 18106518000096 is an abundant number, because the sum of its proper divisors (38104654879584) is greater than itself. Its abundance is 19998136879488

Bases of 18106518000096

• Binary: 100000111011111000000100100101101000111100000₂
• Hexadecimal: 0x1077C092D1E0
• Base-36: 6F20PBJS0

Squares and roots of 18106518000096

• 18106518000096 squared (18106518000096²) is 327845994087800451456009216
• 18106518000096 cubed (18106518000096³) is 5936149393210125670128785921009664884736
• The square root of 18106518000096 is 4255175.4370526253
• The cube root of 18106518000096 is 26259.0078836269

Scales and comparisons

• 18,106,518,000,096 seconds is equal to 575,731 years, 13 weeks, 5 days, 13 hours, 21 minutes, 36 seconds.
• To count from 1 to 18,106,518,000,096 would take you about one million, four hundred thirty-nine thousand, three hundred twenty-eight 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 18106518000096 cubic inches would be around 2188.3 feet tall.

Recreational maths with 18106518000096

• 18106518000096 backwards is 69000081560181
• The number of decimal digits it has is: 14
• The sum of 18106518000096's digits is 45
• More coming soon!