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How many different 10-letter words (real or imaginary) can be formed from the following letters c,v,y,u,a,w,v,r,t,j?
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they don't say if imaginary words must have a vowel.
it is permutations in statistics n!/1!*2!*1!*1!*1!1!*1!*1!*1! = ?
yes, with n=10
with or without replacement?
yes I don't understand how they come up with this high number ...you can only use each number once
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letter sorry
10 choices for the first position times 9 for the next, and so on divide by 2 to account for the duplicate v
so 3,628,800 divided by what?
\[10factorial / 2 factorial\]
I don't understand how to get the solution
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