42552300960

Names of 42552300960

• Cardinal: 42552300960 can be written as Forty-two billion, five hundred fifty-two million, three hundred thousand, nine hundred sixty.

Scientific notation

• Scientific notation: 4.255230096 × 10¹⁰

Factors of 42552300960

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 735

Divisors of 42552300960

• Number of divisors d(n): 432
• Complete list of divisors:
  1 2 3 4 5 6 8 9 10 12 13 15 16 18 20 24 26 30 32 36 39 40 45 48 52 59 60 65 72 78 80 90 96 104 117 118 120 130 144 156 160 177 180 195 208 234 236 240 260 288 295 312 354 360 390 416 468 472 480 520 531 585 590 624 653 708 720 767 780 885 936 944 1040 1062 1170 1180 1248 1306 1416 1440 1534 1560 1770 1872 1888 1959 2080 2124 2301 2340 2360 2612 2655 2832 3068 3120 3265 3481 3540 3744 3835 3918 4248 4602 4680 4720 5224 5310 5664 5877 6136 6240 6530 6903 6962 7080 7670 7836 8489 8496 9204 9360 9440 9795 10443 10448 10620 11505 11754 12272 13060 13806 13924 14160 15340 15672 16978 16992 17405 18408 18720 19590 20886 20896 21240 23010 23508 24544 25467 26120 27612 27848 28320 29385 30680 31329 31344 33956 34515 34810 36816 38527 39180 41772 42445 42480 45253 46020 47016 50934 52215 52240 55224 55696 58770 61360 62658 62688 67912 69030 69620 73632 76401 77054 78360 83544 84890 84960 90506 92040 94032 101868 104430 104480 110448 111392 115581 117540 122720 125316 127335 135759 135824 138060 139240 152802 154108 156645 156720 167088 169780 181012 184080 188064 192635 203736 208860 220896 226265 231162 235080 250632 254670 271518 271648 276120 278480 305604 308216 313290 313440 334176 339560 346743 362024 368160 382005 385270 407277 407472 417720 452530 462324 470160 500851 501264 509340 543036 552240 556960 577905 611208 616432 626580 678795 679120 693486 724048 764010 770540 814554 814944 835440 905060 924648 940320 1001702 1002528 1018680 1086072 1104480 1155810 1222416 1232864 1253160 1357590 1358240 1386972 1448096 1502553 1528020 1541080 1629108 1670880 1733715 1810120 1849296 2003404 2036385 2037360 2172144 2273093 2311620 2444832 2504255 2506320 2715180 2773944 3005106 3056040 3082160 3258216 3467430 3620240 3698592 4006808 4072770 4074720 4344288 4507659 4546186 4623240 5008510 5012640 5430360 5547888 6010212 6112080 6164320 6516432 6819279 6934860 7240480 7512765 8013616 8145540 9015318 9092372 9246480 10017020 10860720 11095776 11365465 12020424 12224160 13032864 13638558 13869720 15025530 16027232 16291080 18030636 18184744 18492960 20034040 20457837 21721440 22538295 22730930 24040848 27277116 27739440 29550209 30051060 32582160 34096395 36061272 36369488 40068080 40915674 45076590 45461860 48081696 54554232 55478880 59100418 60102120 65164320 68192790 72122544 72738976 80136160 81831348 88650627 90153180 90923720 102289185 109108464 118200836 120204240 136385580 144245088 147751045 163662696 177301254 180306360 181847440 204578370 218216928 236401672 240408480 265951881 272771160 295502090 327325392 354602508 360612720 363694880 409156740 443253135 472803344 531903762 545542320 591004180 654650784 709205016 721225440 818313480 886506270 945606688 1063807524 1091084640 1182008360 1329759405 1418410032 1636626960 1773012540 2127615048 2364016720 2659518810 2836820064 3273253920 3546025080 4255230096 4728033440 5319037620 7092050160 8510460192 10638075240 14184100320 21276150480 42552300960
• Sum of all divisors σ(n): 159318739944
• Sum of proper divisors (its aliquot sum) s(n): 116766438984
• 42552300960 is an abundant number, because the sum of its proper divisors (116766438984) is greater than itself. Its abundance is 74214138024

Bases of 42552300960

• Binary: 100111101000010100001001010110100000₂
• Hexadecimal: 0x9E85095A0
• Base-36: JJQJHK0

Squares and roots of 42552300960

• 42552300960 squared (42552300960²) is 1810698316990416921600
• 42552300960 cubed (42552300960³) is 77049379732341702283799924736000
• The square root of 42552300960 is 206282.0907398411
• The cube root of 42552300960 is 3491.1969512565

Scales and comparisons

• 42,552,300,960 seconds is equal to 1,353 years, 1 week, 4 days, 11 hours, 36 minutes.
• To count from 1 to 42,552,300,960 would take you about two thousand, seven hundred six 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 42552300960 cubic inches would be around 290.9 feet tall.

Recreational maths with 42552300960

• 42552300960 backwards is 06900325524
• 42552300960 is a Harshad number.
• The number of decimal digits it has is: 11
• The sum of 42552300960's digits is 36
• More coming soon!