In: Advanced Math
5. (a) Let f : R \ {−1} → R, f(x) = x+1. Show that f is injective, but not surjective.
(b) Suppose g : R\{−1} → R\{a} is a function such that g(x) = x−1, where a ∈ R. Determine x+1
a, show that g is bijective and determine its inverse function.
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