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the answer is 1/n, and it can be obtained as follows:

 

rewrite your equation as:

(1/2)*(2/3)*(3/4)*...*((n-2)/(n-1))*((n-1)/n)

 

if you look at the last term, you see that the two (n-1) terms cancel each other. It can be easily seen that this works for all terms, except the first 1 and the last n, so your left with 1/n

 

Bo

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