Question: Let X be an arbitrary set and Y = {a} be a set with a single element. Show that when there is a unique function

 Let X be an arbitrary set and Y = {a} be

Let X be an arbitrary set and Y = {a} be a set with a single element. Show that when there is a unique function f : X > Y, for each three cases: 1)injective, 2)surjective, 3)bijecti0n. Please describe left inverses of f, along with all the possible right inverses

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