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d If h (x) = u(x) , then - h(x) = u(x ) V(x) v (x ) u' (x) dx u (x ) + (In

d If h (x) = u(x) , then - h(x) = u(x ) V(x) v (x ) u' (x) dx u (x ) + (In (u(x))v'(x)) Use the above definition to find the derivative of the following function. h (x ) = (x2 +4) 8x d dx h(x) =

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