100! has 158 digits, and ends in 24 0's.
Random trivia
Started by WingedPanther, Dec 28 2009 01:00 PM
17 replies to this topic
#1
Posted 28 December 2009 - 01:00 PM
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#2
Posted 29 December 2009 - 11:38 AM
Is this the answer? 93326215443944152681699238856266700490715968264381
62146859296389521759999322991560894146397615651828
62536979208272237582511852109168640000000000000000
00000000
62146859296389521759999322991560894146397615651828
62536979208272237582511852109168640000000000000000
00000000
A man can be defined by what he does when no one is looking.
Science is only an educated theory, which we cannot disprove.
Science is only an educated theory, which we cannot disprove.
#3
Posted 29 December 2009 - 11:53 AM
#4
Posted 29 December 2009 - 11:54 AM
Cool.
A man can be defined by what he does when no one is looking.
Science is only an educated theory, which we cannot disprove.
Science is only an educated theory, which we cannot disprove.
#5
Posted 29 December 2009 - 02:34 PM
OK how many different combination's can a Rubiks Cube have?
A man can be defined by what he does when no one is looking.
Science is only an educated theory, which we cannot disprove.
Science is only an educated theory, which we cannot disprove.
#6
Posted 29 December 2009 - 09:33 PM
Here's a program to prove what WingedPanther said in Haskell:
main = do
putStrLn (show $ (\x -> (x, numberOfDigits x, zerosOnEnd x)) $ factorialList !! 100)
factorialList = 1 : 1 : [x * y | (x, y) <- zip [2..] (tail factorialList)]
numberOfDigits :: (Show a) => a -> Int
numberOfDigits = length . show
zerosOnEnd :: (Show a) => a -> Int
zerosOnEnd = length . takeWhile (== '0') . reverse . show
Wow I changed my sig!
#7
Posted 30 December 2009 - 05:39 AM
thegamemaker said:
OK how many different combination's can a Rubiks Cube have?
Do you want all theoretically possible combinations, or just the ones possible through rotations of the cube?
@Zeke: I just typed it in on my new toy: an HP 50g calculator :D
#8
Posted 30 December 2009 - 06:04 AM
Quote
Do you want all theoretically possible combinations, or just the ones possible through rotations of the cube?
A man can be defined by what he does when no one is looking.
Science is only an educated theory, which we cannot disprove.
Science is only an educated theory, which we cannot disprove.
#9
Posted 30 December 2009 - 06:29 AM
#10
Posted 30 December 2009 - 06:37 AM
Correct.
A man can be defined by what he does when no one is looking.
Science is only an educated theory, which we cannot disprove.
Science is only an educated theory, which we cannot disprove.
#11
Posted 30 December 2009 - 07:34 PM
How many triangles are on the front of the desk?
Root Beer == System Administrator's Beer
Download the new operating system programming kit! (some assembly required)
Download the new operating system programming kit! (some assembly required)
#12
Posted 31 December 2009 - 06:37 AM
Is 26 the right answer?
A man can be defined by what he does when no one is looking.
Science is only an educated theory, which we cannot disprove.
Science is only an educated theory, which we cannot disprove.


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