Question

If G-1(y) is the inverse of G(x), which statements must be true?

Check all that apply.

A. The range of G-1(y) is the domain of G(x).
B. The range of G-1(y) is the range of G(x).
C. G-1(G(x)) = x
D. G(G-1(x)) = x
E. The domain of G-1(y) is the domain of G(x).
F. The domain of G-1(y) is the range of G(x).

Answer 1

The answers would be

A,C,D, and F

Explanation:

I hope this helps

Answer 2

The correct answers are,

The range of G^ -1(x) is the domain of G(x).

G ^-1(G(x)) = x

G(G^ -1(x)) = x

The domain of G ^-1(x) is the range of G(x).