342680306466274713872

Names of 342680306466274713872

• Cardinal: 342680306466274713872 can be written as Three hundred forty-two quintillion, six hundred eighty quadrillion, three hundred six trillion, four hundred sixty-six billion, two hundred seventy-four million, seven hundred thirteen thousand, eight hundred seventy-two.

Scientific notation

• Scientific notation: 3.42680306466274713872 × 10²⁰

Factors of 342680306466274713872

• Number of distinct prime factors ω(n): 4
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 1275

Divisors of 342680306466274713872

• Number of divisors d(n): 280
• Complete list of divisors:
  1 2 4 8 13 16 26 31 52 62 104 124 208 248 403 496 806 961 1229 1612 1922 2458 3224 3844 4916 6448 7688 9832 12493 15376 15977 19664 24986 29791 31954 38099 49972 59582 63908 76198 99944 119164 127816 152396 199888 238328 255632 304792 387283 476656 495287 609584 774566 923521 990574 1181069 1510441 1549132 1847042 1981148 2362138 3020882 3098264 3694084 3962296 4724276 6041764 6196528 7388168 7924592 9448552 12005773 12083528 14776336 15353897 18897104 19635733 24011546 24167056 28629151 30707794 36613139 39271466 46823671 48023092 57258302 61415588 73226278 78542932 93647342 96046184 114516604 122831176 146452556 157085864 187294684 192092368 229033208 245662352 292905112 314171728 372178963 374589368 458066416 475970807 585810224 608707723 744357926 749178736 887503681 951941614 1135007309 1217415446 1451533801 1488715852 1775007362 1856331989 1903883228 2270014618 2434830892 2903067602 2977431704 3550014724 3712663978 3807766456 4540029236 4869661784 5806135204 5954863408 7100029448 7425327956 7615532912 9080058472 9739323568 11537547853 11612270408 14200058896 14755095017 14850655912 18160116944 18869939413 23075095706 23224540816 24132315857 29510190034 29701311824 35185226579 37739878826 44997547831 46150191412 48264631714 57546291659 59020380068 70370453158 75479757652 89995095662 92300382824 96529263428 115092583318 118040760136 140740906316 150959515304 179990191324 184600765648 193058526856 230185166636 236081520272 281481812632 301919030608 359980382648 386117053712 457407945527 460370333272 562963625264 584968121803 719960765296 748101791567 914815891054 920740666544 1090742023949 1169936243606 1394923982761 1496203583134 1783935041429 1829631782108 2181484047898 2339872487212 2789847965522 2992407166268 3567870082858 3659263564216 4362968095796 4679744974424 5579695931044 5984814332536 7135740165716 7318527128432 8725936191592 9359489948848 11159391862088 11969628665072 14179646311337 14271480331432 17451872383184 18134011775893 22318783724176 23191155538577 28359292622674 28542960662864 36268023551786 43242643465591 46382311077154 55301986284299 56718585245348 72536047103572 86485286931182 92764622154308 110603972568598 113437170490696 145072094207144 172970573862364 185529244308616 221207945137196 226874340981392 290144188414288 345941147724728 371058488617232 442415890274392 562154365052683 691882295449456 718925821695887 884831780548784 1124308730105366 1340521947433321 1437851643391774 1714361574813269 2248617460210732 2681043894866642 2875703286783548 3428723149626538 4497234920421464 5362087789733284 5751406573567096 6857446299253076 8994469840842928 10724175579466568 11502813147134192 13714892598506152 17426785316633173 21448351158933136 22286700472572497 27429785197012304 34853570633266346 44573400945144994 53145208819211339 69707141266532692 89146801890289988 106290417638422678 139414282533065384 178293603780579976 212580835276845356 278828565066130768 356587207561159952 425161670553690712 690887714649747407 850323341107381424 1381775429299494814 1647501473395551509 2763550858598989628 3295002946791103018 5527101717197979256 6590005893582206036 11054203434395958512 13180011787164412072 21417519154142169617 26360023574328824144 42835038308284339234 85670076616568678468 171340153233137356936 342680306466274713872
• Sum of all divisors σ(n): 739451163044062616280
• Sum of proper divisors (its aliquot sum) s(n): 396770856577787902408
• 342680306466274713872 is an abundant number, because the sum of its proper divisors (396770856577787902408) is greater than itself. Its abundance is 54090550111513188536

Bases of 342680306466274713872

• Binary: 100101001001110100101000000110010001000001100010011001010000100010000₂
• Hexadecimal: 0x1293A503220C4CA110
• Base-36: 20BIVIHJCD1V68

Squares and roots of 342680306466274713872

• 342680306466274713872 squared (342680306466274713872²) is 117429792439819959476850918460415469232384
• 342680306466274713872 cubed (342680306466274713872³) is 40240877261548533168360273038659518696417559904076469076430848
• The square root of 342680306466274713872 is 18511626251.2582808971
• The cube root of 342680306466274713872 is 6997824.5380356493

Scales and comparisons

• 342,680,306,466,274,713,872 seconds is equal to 293,274,701,009 years, 3 weeks, 3 days, 15 hours, 30 minutes, 7 seconds.
• To count from 1 to 342,680,306,466,274,713,872 would take you about two hundred ninety-three billion, two hundred seventy-four million, seven hundred one thousand and nine 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 342680306466274713872 cubic inches would be around 583152 feet tall.

Recreational maths with 342680306466274713872

• 342680306466274713872 backwards is 278317472664603086243
• The number of decimal digits it has is: 21
• The sum of 342680306466274713872's digits is 89
• More coming soon!