Question: State whether the function f has an inverse. If f-' exists, find a rule for f-'(x) and show that f(f-'(x)) = f-'(f(x)) = x. F(x)=3x-5

State whether the function f has an inverse. If f-' exists, find a rule for f-'(x) and show that f(f-'(x)) = f-'(f(x)) = x. F(x)=3x-5

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