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Estimating Derivatives of a Function Practice Test
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Q1
The total cost to produce $$x$$ units of a certain product is given by a differentiable function $$C(x)$$.
If the cost to produce 50 units is $$C(50) = \1500$$ and the cost to produce 52 units is $$C(52) = \1580$$, which of the following is the best estimate for the marginal cost when 50 units are produced?
If the cost to produce 50 units is $$C(50) = \1500$$ and the cost to produce 52 units is $$C(52) = \1580$$, which of the following is the best estimate for the marginal cost when 50 units are produced?