Question: Let f(x) = x2 - 2, and let g() be a differentiable function satisfying g'(x) = 1 c+2+1. . If (go f)'(-2) exists and can

Let f(x) = x2 - 2, and let g() be a differentiable function satisfying g'(x) = 1 c+2+1. . If (go f)'(-2) exists and can be computed from the above information, then compute it. . If based on the information above we can conclude that (go f) (-2) does not exist, explain why. . Or, if there is not enough information given above to show either that (go f)'(-2) exists or does not exist, explain why

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