Question

Suppose you want to remove fish of an exotic species that have illegally been introduced into...

Suppose you want to remove fish of an exotic species that have illegally been introduced into a lake. There are two possible removal methods. The marginal cost function of the first method is $7x, where x is the number of fish removed using this method, and the marginal cost function of the second method is $9y, where y is the number of fish removed using this method.

Ecologists have determined that 144 fish need to be removed, so x + y = 144. How many fish should be removed using the first method (that is, what should x be) in order to remove the 144 fish cost-effectively? (Hint: Consider what the second equimarginal principle is about.)

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