134427687075

Names of 134427687075

• Cardinal: 134427687075 can be written as One hundred thirty-four billion, four hundred twenty-seven million, six hundred eighty-seven thousand and seventy-five.

Scientific notation

• Scientific notation: 1.34427687075 × 10¹¹

Factors of 134427687075

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 267

Divisors of 134427687075

• Number of divisors d(n): 480
• Complete list of divisors:
  1 3 5 9 11 15 19 25 27 33 41 45 55 57 61 75 81 95 99 123 127 135 165 171 183 205 209 225 275 285 297 305 369 381 405 451 475 495 513 549 615 627 635 671 675 779 825 855 891 915 1025 1045 1107 1143 1159 1353 1397 1425 1485 1525 1539 1647 1845 1881 1905 2013 2025 2255 2337 2413 2475 2501 2565 2745 3075 3135 3175 3321 3355 3429 3477 3895 4059 4191 4275 4455 4575 4941 5207 5225 5535 5643 5715 5795 6039 6765 6985 7011 7239 7425 7503 7695 7747 8235 8569 9225 9405 9525 10065 10287 10431 11275 11685 12065 12177 12505 12573 12749 12825 13725 15621 15675 16605 16775 16929 17145 17385 18117 19475 20295 20955 21033 21717 22275 22509 23241 24705 25707 26035 26543 27511 27675 28215 28575 28975 30195 31293 33825 34925 35055 36195 36531 37515 37719 38247 38475 38735 41175 42845 46863 47025 47519 50325 51435 52155 54351 57277 58425 60325 60885 62525 62865 63099 63745 65151 67527 69723 77121 78105 79629 82533 83025 84645 85217 85725 86925 90585 93879 98933 101475 104775 105165 108585 112545 113157 114741 116205 123525 128535 130175 132715 137555 140589 141075 142557 147193 150975 156465 171831 175275 180975 182655 187575 188595 191235 193675 195453 202581 209169 214225 231363 234315 237595 238887 247599 255651 257175 260775 271755 286385 296799 304425 314325 315495 317627 318725 325755 337635 344223 348615 385605 390525 398145 412665 421767 423225 426085 427671 441579 452925 469395 494665 515493 522709 525825 542925 562725 565785 573705 581025 627507 642675 663575 687775 694089 702945 712785 716661 735965 742797 766953 782325 859155 890397 913275 942975 952881 956175 977265 1012905 1032669 1045845 1088263 1156815 1171575 1187975 1194435 1237995 1278255 1283013 1324737 1358775 1431925 1483995 1546479 1568127 1577475 1588135 1619123 1628775 1688175 1721115 1743075 1928025 1990725 2063325 2108835 2130425 2138355 2149983 2207895 2228391 2300859 2346975 2473325 2577465 2613545 2671191 2828925 2858643 2868525 3137535 3264789 3470445 3493897 3514725 3563925 3583305 3679825 3713985 3834765 3849039 3974211 4295775 4451985 4639437 4704381 4764405 4857369 4886325 5064525 5163345 5229225 5441315 5784075 5972175 6034913 6189975 6391275 6415065 6623685 6902577 7419975 7732395 7840635 7940675 8013573 8095615 8575929 8605575 9794367 10481691 10544175 10691775 10749915 11039475 11141955 11504295 11922633 12887325 13067725 13355955 14113143 14293215 14572107 15687675 16323945 17352225 17469485 17916525 18104739 18569925 19173825 19245195 19871055 22259925 23197185 23521905 23822025 24286845 25727787 25816725 27206575 29383101 30174565 31445073 32075325 33118425 34512885 38661975 39203175 40067865 40478075 42339429 42879645 43716321 48971835 52408455 53749575 54314217 55709775 57521475 59613165 66384043 66779775 70565715 71466075 72860535 81619725 87347425 88149303 90523695 94335219 96225975 99355275 115985925 117609525 121434225 128638935 131148963 146915505 150872825 157225365 162942651 172564425 199152129 200339325 211697145 214398225 218581605 244859175 262042275 271571085 283005657 298065825 331920215 352828575 364302675 440746515 452618475 471676095 488827953 597456387 643194675 655744815 734577525 786126825 814713255 995760645 1058485725 1092908025 1357855425 1415028285 1659601075 1792369161 2203732575 2358380475 2444139765 2987281935 3278724075 4073566275 4978803225 5377107483 7075141425 8961845805 12220698825 14936409675 26885537415 44809229025 134427687075
• Sum of all divisors σ(n): 300060794880
• Sum of proper divisors (its aliquot sum) s(n): 165633107805
• 134427687075 is an abundant number, because the sum of its proper divisors (165633107805) is greater than itself. Its abundance is 31205420730

Bases of 134427687075

• Binary: 1111101001100100000111011100010100011₂
• Hexadecimal: 0x1F4C83B8A3
• Base-36: 1PR6RV6R

Squares and roots of 134427687075

• 134427687075 squared (134427687075²) is 18070803052334122055625
• 134427687075 cubed (134427687075³) is 2429216257913126208038413243546875
• The square root of 134427687075 is 366643.8149962441
• The cube root of 134427687075 is 5122.6683767853

Scales and comparisons

• 134,427,687,075 seconds is equal to 4,274 years, 20 weeks, 11 minutes, 15 seconds.
• To count from 1 to 134,427,687,075 would take you about eight thousand, five hundred forty-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 134427687075 cubic inches would be around 426.9 feet tall.

Recreational maths with 134427687075

• 134427687075 backwards is 570786724431
• The number of decimal digits it has is: 12
• The sum of 134427687075's digits is 54
• More coming soon!