450670526768

Names of 450670526768

• Cardinal: 450670526768 can be written as Four hundred fifty billion, six hundred seventy million, five hundred twenty-six thousand, seven hundred sixty-eight.

Scientific notation

• Scientific notation: 4.50670526768 × 10¹¹

Factors of 450670526768

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 672

Divisors of 450670526768

• Number of divisors d(n): 480
• Complete list of divisors:
  1 2 4 7 8 11 14 16 22 28 29 31 44 56 58 62 71 77 88 112 116 121 124 142 154 176 203 217 232 242 248 284 308 319 341 406 434 464 484 496 497 521 568 616 638 682 781 812 847 868 899 968 994 1042 1136 1232 1276 1364 1562 1624 1694 1736 1798 1936 1988 2059 2084 2201 2233 2387 2552 2728 3124 3248 3388 3472 3509 3596 3647 3751 3976 4118 4168 4402 4466 4774 5104 5456 5467 5731 6248 6293 6776 7018 7192 7294 7502 7952 8236 8336 8591 8804 8932 9548 9889 10934 11462 12496 12586 13552 14036 14384 14413 14588 15004 15109 15407 16151 16472 17182 17608 17864 19096 19778 21868 22649 22924 24211 24563 25172 26257 28072 28826 29176 30008 30218 30814 32302 32944 34364 35216 35728 36991 38192 39556 40117 43736 45298 45848 48422 49126 50344 52514 56144 57652 58352 60016 60137 60436 61628 63041 63829 64604 68728 69223 73982 79112 80234 87472 90596 91696 96844 98252 100688 105028 105763 108779 113057 115304 120274 120872 123256 126082 127658 129208 137456 138446 147964 158224 158543 160468 166199 169477 177661 181192 193688 196504 210056 211526 217558 226114 230608 240548 241744 246512 249139 252164 255316 258416 258937 266321 276892 295928 317086 320936 332398 338954 355322 362384 387376 393008 406901 420112 423052 435116 441287 446803 452228 468379 481096 498278 504328 510632 517874 532642 553784 591856 634172 641872 664796 677908 702119 710644 761453 813802 846104 870232 882574 893606 904456 936758 962192 996556 1008656 1021264 1035748 1065284 1072739 1107568 1146721 1163393 1243627 1268344 1329592 1355816 1404238 1421288 1522906 1627604 1692208 1740464 1743973 1765148 1787212 1808912 1828189 1864247 1873516 1954271 1993112 2071496 2130568 2145478 2293442 2326786 2487254 2536688 2659184 2711632 2808476 2842576 2848307 3045812 3255208 3278653 3487946 3530296 3574424 3656378 3728494 3747032 3908542 3986224 4142992 4261136 4290956 4475911 4586884 4653572 4914833 4974508 5152169 5616952 5696614 6091624 6510416 6557306 6975892 7060592 7148848 7312756 7456988 7494064 7509173 7723309 7817084 8027047 8581912 8951822 9173768 9307144 9829666 9949016 10304338 11233904 11393228 11800129 12183248 12613931 12797323 13114612 13679897 13951784 14625512 14913976 15018346 15446618 15634168 16054094 17163824 17903644 18347536 18614288 19659332 19898032 20608676 22786456 23600258 25227862 25594646 26229224 27359794 27903568 29251024 29827952 30036692 30893236 31268336 31331377 32108188 33254909 35807288 36065183 39318664 41217352 45572912 47200516 50455724 51189292 52458448 54063163 54719588 56673859 60073384 61786472 62662754 64216376 66509818 71614576 72130366 78637328 82434704 82600903 88297517 94401032 100911448 102378584 108126326 109439176 113347718 120146768 123572944 125325508 128432752 129801419 133019636 138753241 144260732 165201806 176595034 188802064 201822896 204757168 216252652 218878352 226695436 232784363 250651016 259602838 266039272 277506482 288521464 330403612 353190068 365803999 396717013 432505304 453390872 465568726 501302032 519205676 532078544 555012964 577042928 660807224 706380136 731607998 793434026 865010608 906781744 908609933 931137452 971272687 1038411352 1110025928 1321614448 1412760272 1463215996 1586868052 1817219866 1862274904 1942545374 2076822704 2220051856 2560627993 2926431992 3173736104 3634439732 3724549808 3885090748 4023843989 5121255986 5852863984 6347472208 7268879464 7770181496 8047687978 10242511972 14537758928 15540362992 16095375956 20485023944 28166907923 32190751912 40970047888 56333815846 64381503824 112667631692 225335263384 450670526768
• Sum of all divisors σ(n): 1190083829760
• Sum of proper divisors (its aliquot sum) s(n): 739413302992
• 450670526768 is an abundant number, because the sum of its proper divisors (739413302992) is greater than itself. Its abundance is 288742776224

Bases of 450670526768

• Binary: 110100011101110000011101000000100110000₂
• Hexadecimal: 0x68EE0E8130
• Base-36: 5R19LFZK

Squares and roots of 450670526768

• 450670526768 squared (450670526768²) is 203103923697346604525824
• 450670526768 cubed (450670526768³) is 91532952281330872465529274939256832
• The square root of 450670526768 is 671319.9883572661
• The cube root of 450670526768 is 7666.8985904921

Scales and comparisons

• 450,670,526,768 seconds is equal to 14,329 years, 48 weeks, 2 days, 1 hour, 26 minutes, 8 seconds.
• To count from 1 to 450,670,526,768 would take you about twenty-eight thousand, six hundred fifty-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 450670526768 cubic inches would be around 638.9 feet tall.

Recreational maths with 450670526768

• 450670526768 backwards is 867625076054
• 450670526768 is a Harshad number.
• The number of decimal digits it has is: 12
• The sum of 450670526768's digits is 56
• More coming soon!