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Please show me your workings on this differentiation maths

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    A production function relates the quantity produced, Q, to the units of labour, L and takes the form
    Q=30L to the power of 5/4

    Find the marginal product of labour dQ/dL
    Evaluate this when L=16 and interprete this result
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    This forum doesn't permit giving the full answer, but what you would do is to differentiate you would use the standard 'times by the power, subtract 1 from the power' rule. This gives you dQ/dL. Then plug in L=16 to get your answer. I can't help you much with interpreting the result as that requires subject-specific knowlege.

    If you get stuck, post your workings so far so we can help you.


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