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Consider the function f:A→B defined by f(x)=(x−1)^2+4 a) Given that A={x∈R/x≥a} , state te smallest value of a for which f is injective. b) State the range of f for the domain given in part a) c) Define the set B so that f is injective d) Find the inverse function f−1 of f and state it's domain and range
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