342999075832721308

Names of 342999075832721308

• Cardinal: 342999075832721308 can be written as Three hundred forty-two quadrillion, nine hundred ninety-nine trillion, seventy-five billion, eight hundred thirty-two million, seven hundred twenty-one thousand, three hundred eight.

Scientific notation

• Scientific notation: 3.42999075832721308 × 10¹⁷

Factors of 342999075832721308

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 110602

Divisors of 342999075832721308

• Number of divisors d(n): 324
• Complete list of divisors:
  1 2 4 7 11 13 14 22 26 28 44 49 52 77 91 98 121 143 154 169 182 196 242 286 308 338 343 364 484 539 572 637 676 686 847 1001 1078 1183 1274 1372 1573 1694 1859 2002 2156 2366 2548 3146 3388 3718 3773 4004 4459 4732 5929 6292 7007 7436 7546 8281 8918 11011 11858 13013 14014 15092 16562 17836 20449 22022 23716 26026 28028 33124 40898 41503 44044 49049 52052 57967 77077 81796 83006 91091 98098 110569 115934 143143 154154 166012 182182 196196 221138 231868 286286 308308 364364 442276 539539 572572 637637 773983 1002001 1079078 1216259 1275274 1437397 1547966 2004002 2158156 2432518 2550548 2874794 3095932 4008004 4865036 5417881 5749588 7014007 8513813 10061779 10835762 13378849 14028014 15811367 17027626 18686161 20123558 21671524 26757698 28056028 31622734 34055252 37372322 37925167 40247116 53515396 59596691 63245468 70432453 74744644 75850334 93651943 110679569 119193382 130803127 140864906 151700668 173925037 187303886 205547771 221359138 238386764 261606254 281729812 347850074 374607772 411095542 417176837 442718276 493027171 523212508 655563601 695700148 774756983 822191084 834353674 915621889 986054342 1217475259 1311127202 1438834397 1549513966 1668707348 1831243778 1972108684 2261025481 2434950518 2622254404 2877668794 3099027932 3662487556 4522050962 4588945207 4869901036 5423298881 5755337588 6409353223 8522326813 9044101924 9177890414 10071840779 10846597762 12225503761 12818706446 15827178367 17044653626 18355780828 20143681558 21693195524 24451007522 25637412892 31654356734 34089307252 40287363116 48902015044 59656287691 63308713468 70502885453 85578526327 110790248569 119312575382 134480541371 141005770906 158931548893 171157052654 221580497138 238625150764 268961082742 282011541812 317863097786 342314105308 443160994276 537922165484 599049684289 635726195572 775531739983 941363789597 1112520842251 1198099368578 1479285955081 1551063479966 1748247037823 1882727579194 2066110135609 2225041684502 2396198737156 2958571910162 3102126959932 3496494075646 3765455158388 4132220271218 4193347790023 4450083369004 5917143820324 6589546527179 6992988151292 7787645895757 8264440542436 8386695580046 10355001685567 12237729264761 13179093054358 14462770949263 15575291791514 16773391160092 19230717416053 20710003371134 22727211491699 24475458529522 26358186108716 28925541898526 31150583583028 38461434832106 41420006742268 45454422983398 46126825690253 48950917059044 54513521270299 57851083797052 72485011798969 76922869664212 85664104853327 90908845966796 92253651380506 101239396644841 109027042540598 134615021912371 144970023597938 159090480441893 171328209706654 184507302761012 202478793289682 218054085081196 249999326408689 269230043824742 289940047195876 318180960883786 342656419413308 404957586579364 499998652817378 507395082592783 538460087649484 599648733973289 636361921767572 708675776513887 942305153386597 999997305634756 1014790165185566 1113633363093251 1199297467946578 1417351553027774 1749995284860823 1884610306773194 2029580330371132 2227266726186502 2398594935893156 2834703106055548 3499990569721646 3769220613546388 4454533452373004 6596136073706179 6999981139443292 7795433541652757 12249966994025761 13192272147412358 15590867083305514 24499933988051522 26384544294824716 31181734166611028 48999867976103044 85749768958180327 171499537916360654 342999075832721308
• Sum of all divisors σ(n): 833165836166185200
• Sum of proper divisors (its aliquot sum) s(n): 490166760333463892
• 342999075832721308 is an abundant number, because the sum of its proper divisors (490166760333463892) is greater than itself. Its abundance is 147167684500742584

Bases of 342999075832721308

• Binary: 10011000010100100111101011110011001010010111110111110011100₂
• Hexadecimal: 0x4C293D7994BEF9C
• Base-36: 2LTB0W4X3OGS

Squares and roots of 342999075832721308

• 342999075832721308 squared (342999075832721308²) is 117648366022100902447004976797230864
• 342999075832721308 cubed (342999075832721308³) is 40353280818810340333974563955497033874550535848050112
• The square root of 342999075832721308 is 585661229.5796276355
• The cube root of 342999075832721308 is 699999.3713142117

Scales and comparisons

• 342,999,075,832,721,308 seconds is equal to 10,906,309,645 years, 35 weeks, 1 day, 20 hours, 48 minutes, 28 seconds.
• To count from 1 to 342,999,075,832,721,308 would take you about thirty-two billion, seven hundred eighteen million, nine hundred twenty-eight thousand, nine hundred thirty-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 342999075832721308 cubic inches would be around 58333.3 feet tall.

Recreational maths with 342999075832721308

• 342999075832721308 backwards is 803127238570999243
• The number of decimal digits it has is: 18
• The sum of 342999075832721308's digits is 82
• More coming soon!