# Marginal Functions in Economics - Alamo Colleges District

**function** then we need to find the **derivative** of the cost **function**. When the marginal **function** is evaluated it will give the approximate change for the next unit. For example, if we evaluated a marginal cost **function** when x = 100 then the value of C′(100) would be the approximate cost of producing the next unit (or the 101st unit).

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