2. (10%) Find h'(0) if $h(x) = \left[\frac{g(x) - x}{3 + g(x)}\right]^2$, where g(0) = 3 and g'(0) = -2.
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2. (10%) Find h'(0) if $h(x) = \left[\frac{g(x) - x}{3 + g(x)}\right]^2$, where g(0) = 3 and g'(0) = -2.