450305357996428

Names of 450305357996428

• Cardinal: 450305357996428 can be written as Four hundred fifty trillion, three hundred five billion, three hundred fifty-seven million, nine hundred ninety-six thousand, four hundred twenty-eight.

Scientific notation

• Scientific notation: 4.50305357996428 × 10¹⁴

Factors of 450305357996428

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 140

Divisors of 450305357996428

• Number of divisors d(n): 384
• Complete list of divisors:
  1 2 4 11 19 22 38 41 44 67 76 82 121 134 164 209 242 268 361 418 451 484 722 737 779 836 902 1273 1331 1444 1474 1558 1804 2299 2546 2662 2747 2948 3116 3971 4489 4598 4961 5092 5324 5494 6859 7942 8107 8569 8978 9196 9922 10988 13718 14003 14801 15884 16214 17138 17956 19844 24187 25289 27436 28006 29602 30217 32428 34276 43681 48374 49379 50578 52193 54571 56012 59204 60434 75449 85291 87362 89177 94259 96748 98758 101156 104386 109142 120868 150898 154033 162811 170582 174724 178354 184049 188518 197516 208772 218284 266057 281219 300763 301796 308066 325622 332387 341164 356708 368098 377036 459553 480491 532114 543169 562438 574123 601526 616132 651244 664774 736196 829939 919106 938201 960982 991667 1036849 1064228 1086338 1124876 1148246 1203052 1329548 1620529 1659878 1694363 1790921 1838212 1876402 1921964 1983334 2024539 2073698 2172676 2296492 2926627 3093409 3241058 3308393 3319756 3388726 3496931 3581842 3656257 3752804 3966668 4049078 4147396 5055083 5714497 5853254 5974859 6186818 6315353 6482116 6616786 6777452 6993862 7163684 7312514 8098156 9129329 10110166 10320211 10908337 11428994 11706508 11949718 12331283 12373636 12630706 13233572 13987724 14625028 17825819 18258658 18841673 19700131 20220332 20640422 21816674 22269929 22857988 23899436 24662566 25261412 30790051 32192897 34027499 35651638 36392323 36517316 37683346 38466241 39400262 41280844 43633348 44539858 49325132 55605913 61580102 62859467 64385794 66441689 68054998 69468883 71303276 72784646 75366692 76932482 78800524 89079716 108575443 111211826 113522321 119991707 123160204 125718934 128771588 132883378 135644113 136109996 138937766 145569292 153864964 196084009 207258403 217150886 222423652 227044642 234294377 239983414 244969219 251437868 265766756 271288226 277875532 338690561 374302489 392168018 400315553 414516806 423128651 434301772 454089284 468588754 479966828 489938438 542576452 611665043 677381122 691454137 730858579 748604978 784336036 800631106 829033612 846257302 937177508 979876876 1194329873 1223330086 1262392091 1319908777 1354762244 1382908274 1461717158 1492085243 1497209956 1601262212 1692514604 2062933417 2156924099 2279842433 2388659746 2446660172 2524784182 2577238147 2639817554 2765816548 2923434316 2984170486 3725596171 4125866834 4313848198 4451593163 4559684866 4654415161 4777319492 5049568364 5154476294 5279635108 5968340972 7451192342 7605995507 8039444369 8251733668 8627696396 8903186326 9119369732 9308830322 10308952588 13137628603 13886313001 14902384684 15211991014 16078888738 16412937673 17806372652 18617660644 22692267587 25078266763 26275257206 27772626002 28349619617 30423982028 32157777476 32825875346 40981557881 45384535174 48967524793 50156533526 52550514412 55545252004 56699239234 65651750692 81963115762 84580270097 88433888059 90769070348 97935049586 100313067052 113398478468 144513914633 152749443011 163926231524 169160540194 176867776118 195870099172 249614943457 289027829266 305498886022 311845815787 338321080388 353735552236 499229886914 538642772723 578055658532 610997772044 623691631574 930382971067 998459773828 1077285545446 1247383263148 1680243873121 1860765942134 2154571090892 2745764378027 3360487746242 3721531884268 5491528756054 5925070499953 6720975492484 10234212681737 10983057512108 11850140999906 20468425363474 23700281999812 40936850726948 112576339499107 225152678998214 450305357996428
• Sum of all divisors σ(n): 951441798988800
• Sum of proper divisors (its aliquot sum) s(n): 501136440992372
• 450305357996428 is an abundant number, because the sum of its proper divisors (501136440992372) is greater than itself. Its abundance is 50831082995944

Bases of 450305357996428

• Binary: 1100110011000110011100010111001110110000110001100₂
• Hexadecimal: 0x1998CE2E7618C
• Base-36: 4FMBFBM07G

Squares and roots of 450305357996428

• 450305357996428 squared (450305357996428²) is 202774915440291182522460759184
• 450305357996428 cubed (450305357996428³) is 91310630890035736572067315101332678040194752
• The square root of 450305357996428 is 21220399.5720256879
• The cube root of 450305357996428 is 76648.2725582023

Scales and comparisons

• 450,305,357,996,428 seconds is equal to 14,318,317 years, 25 weeks, 6 days, 9 hours, 40 minutes, 28 seconds.
• To count from 1 to 450,305,357,996,428 would take you about thirty-five million, seven hundred ninety-five thousand, seven hundred ninety-three 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 450305357996428 cubic inches would be around 6387.4 feet tall.

Recreational maths with 450305357996428

• 450305357996428 backwards is 824699753503054
• The number of decimal digits it has is: 15
• The sum of 450305357996428's digits is 70
• More coming soon!