118531321826018868

Names of 118531321826018868

• Cardinal: 118531321826018868 can be written as One hundred eighteen quadrillion, five hundred thirty-one trillion, three hundred twenty-one billion, eight hundred twenty-six million, eighteen thousand, eight hundred sixty-eight.

Scientific notation

• Scientific notation: 1.18531321826018868 × 10¹⁷

Factors of 118531321826018868

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 695506

Divisors of 118531321826018868

• Number of divisors d(n): 432
• Complete list of divisors:
  1 2 3 4 6 9 12 13 18 26 29 36 39 52 58 78 87 116 117 156 174 234 261 348 377 409 468 522 754 818 841 1044 1061 1131 1227 1508 1636 1682 2122 2262 2454 2523 3183 3364 3393 3681 4244 4524 4908 5046 5317 6366 6786 7362 7569 9549 10092 10634 10933 11861 12732 13572 13793 14724 15138 15951 19098 21268 21866 23722 27586 30276 30769 31902 32799 35583 38196 41379 43732 47444 47853 55172 61538 63804 65598 71166 82758 92307 95706 98397 106749 123076 124137 131196 142332 154193 165516 184614 191412 196794 213498 248274 276921 308386 343969 369228 393588 399997 426996 433949 462579 496548 553842 616772 687938 693989 799994 867898 892301 925158 1031907 1107684 1199991 1301847 1375876 1387737 1387978 1599988 1735796 1784602 1850316 2063814 2081967 2399982 2603694 2676903 2775474 2775956 3095721 3569204 3599973 3905541 4127628 4163934 4471597 4799964 5207388 5353806 5550948 5641337 6191442 6245901 7199946 7811082 8030709 8327868 8943194 9021857 10707612 11282674 11599913 12382884 12491802 12584521 13414791 14399892 15622164 16061418 16924011 17886388 18043714 20125681 22565348 23199826 24983604 25169042 26829582 27065571 32122836 33848022 34799739 36087428 37753563 40244373 40251362 46399652 50338084 50772033 53659164 54131142 60377043 67696044 69599478 75507126 80488746 80502724 81196713 101544066 104399217 108262284 113260689 120754086 139198956 151014252 160977492 162393426 163598773 181131129 203088132 208798434 226521378 241508172 261633853 283841501 324786852 327197546 362262258 364951109 417596868 453042756 490796319 523267706 567683002 583644749 654395092 724524516 729902218 736322329 784901559 851524503 981592638 1046535412 1094853327 1135366004 1167289498 1459804436 1472388957 1472644658 1569803118 1703049006 1750934247 1963185276 2189706654 2208966987 2334578996 2354704677 2554573509 2944777914 2945289316 3139606236 3284559981 3406098012 3501868494 3689939513 4379413308 4417933974 4709409354 4744364417 5109147018 5252802741 5889555828 6569119962 6626900961 7003736988 7379879026 7587381737 8231403529 8835867948 9418818708 9488728834 9572190277 10218294036 10505605482 11069818539 13138239924 13253801922 14233093251 14759758052 15174763474 16462807058 18977457668 19144380554 21011210964 21353347541 22139637078 22762145211 24694210587 26507603844 28466186502 28716570831 30349526948 32925614116 33209455617 38288761108 42699279753 42706695082 44279274156 45524290422 49388421174 56932373004 57433141662 64060042623 66418911234 68286435633 74082631761 85398559506 85413390164 86149712493 91048580844 98776842348 107008245877 114866283324 128120085246 132837822468 136572871266 148165263522 170797119012 172299424986 192180127869 214016491754 238710702341 256240170492 273145742532 277593518033 296330527044 301155832561 321024737631 344598849972 384360255738 428032983508 477421404682 555187036066 602311665122 619247078689 642049475262 716132107023 768720511476 832780554099 903467497683 954842809364 963074212893 1110374072132 1204623330244 1238494157378 1284098950524 1432264214046 1665561108198 1806934995366 1857741236067 1926148425786 2148396321069 2476988314756 2498341662297 2710402493049 2864528428092 3103239130433 3331122216396 3613869990732 3715482472134 3852296851572 3915025823293 4296792642138 4996683324594 5420804986098 5573223708201 6206478260866 7430964944268 7830051646586 8050212022957 8593585284276 8733519144269 9309717391299 9993366649188 10841609972196 11146447416402 11745077469879 12412956521732 15660103293172 16100424045914 17467038288538 18619434782598 22292894832804 23490154939758 24150636068871 26200557432807 27929152173897 32200848091828 34934076577076 35235232409637 37238869565196 46980309879516 48301272137742 52401114865614 55858304347794 70470464819274 72451908206613 78601672298421 96602544275484 104802229731228 111716608695588 113535748875497 140940929638548 144903816413226 157203344596842 227071497750994 253272055183801 289807632826452 314406689193684 340607246626491 454142995501988 506544110367602 681214493252982 759816165551403 1013088220735204 1021821739879473 1362428986505964 1519632331102806 2043643479758946 2279448496654209 3039264662205612 3292536717389413 4087286959517892 4558896993308418 6585073434778826 9117793986616836 9877610152168239 13170146869557652 19755220304336478 29632830456504717 39510440608672956 59265660913009434 118531321826018868
• Sum of all divisors σ(n): 335312056352473200
• Sum of proper divisors (its aliquot sum) s(n): 216780734526454332
• 118531321826018868 is an abundant number, because the sum of its proper divisors (216780734526454332) is greater than itself. Its abundance is 98249412700435464

Bases of 118531321826018868

• Binary: 110100101000110111001101111110100001100101000011000110100₂
• Hexadecimal: 0x1A51B9BF4328634
• Base-36: WF3UHIR6910

Squares and roots of 118531321826018868

• 118531321826018868 squared (118531321826018868²) is 14049674253823256872236426292001424
• 118531321826018868 cubed (118531321826018868³) is 1665326460530655960500343146388013994685557706868032
• The square root of 118531321826018868 is 344283780.9511491757
• The cube root of 118531321826018868 is 491221.8871023711

Scales and comparisons

• 118,531,321,826,018,868 seconds is equal to 3,768,929,392 years, 32 weeks, 6 hours, 7 minutes, 48 seconds.
• To count from 1 to 118,531,321,826,018,868 would take you about eleven billion, three hundred six million, seven hundred eighty-eight thousand, one hundred seventy-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 118531321826018868 cubic inches would be around 40935.2 feet tall.

Recreational maths with 118531321826018868

• 118531321826018868 backwards is 868810628123135811
• The number of decimal digits it has is: 18
• The sum of 118531321826018868's digits is 72
• More coming soon!