Question

give examples of two functions those are inverses of each other​

Answer 1

Answer:

You will compose the functions (that is, plug x into one function, plug that function into the inverse function, and then simplify) and verify that you end up with just "x". Here's what it looks like: Determine algebraically whether f (x) = 3x – 2 and g(x) = (x + 2)/3 are inverses of each other.

Answer 2

Answer:

two arbitrary, both bijective and surjective functions f and g, are said to be inverses of each other if their composition equals the identity functions.

f O g(X)= g O f (X)= X

Explanation:

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