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#
Question:

If $8762_w110_h38.png$ and g'(x) is the inverse of g(x), what is g'(-2)?

A
$4810_w9_h37.png$

Explaination

Begin by finding the inverse of g(x). Replace g(x) with *y*:
$7205_w86_h38.png$, and solve for *x*:
$4520_w85_h41.png$, which becomes
$2693_w100_h41.png$, which becomes
$6541_w103_h41.png$, or
$8918_w77_h41.png$, which can then be written as $2389_w106_h38.png$.
Evaluating: $1685_w219_h41.png$

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