Question: Let h(s) = (4s + 3)(6s + 1). Compute the derivative of h(s) in two different ways: () use the Product Rule: (Fill in the

Let h(s) = (4s + 3)(6s + 1). Compute the derivative

of h(s) in two different ways: () use the Product Rule: (Fill

Let h(s) = (4s + 3)(6s + 1). Compute the derivative of h(s) in two different ways: () use the Product Rule: (Fill in the blanks, then simplify.) h' (s ) = + ) (ii) expand the expression for h, then differentiate without the Product Rule: h' (s) =

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