A farmer plans to plant two crops, A and B.
The cost of cultivating Crop A is $40/acre whereas the
cost of cultivating Crop B is $60/acre. The farmer has a
maximum of $7400 available for land cultivation. Each acre of Crop
A requires 20 labor-hours, and each acre of Crop
B requires 25 labor-hours. The farmer has a maximum of
3300 labor-hours available. If she expects to make a profit of
$160/acre on Crop A and $180/acre on Crop B, how
many acres of each crop, x and y, respectively,
should she plant in order to maximize her profit?
(x, y) =
What is the optimal profit?
$
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