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k k then ˚(N) = pd 1 1 1 (p 1 1) pd 2 1 2 (p 2 1) pd k 1 k (p k 1) (e) Conclude that ˚(N) = N 1 1 p 1 1 1 p 2 1 1 p k Solution: (a) First let pbe prime. Every positive integer less than pis relatively prime to p, so ˚(p) = p 1. Likewise, the only positive integers less than pd that share a factor with pd are the multiples of p: p;2p;3p ...

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