Question: Maximize the profit function P = 2 0 x + 6 0 y subject to the following constraints. State the four corner points of the

Maximize the profit function P =20x +60y subject to the following constraints.
State the four corner points of the feasible region (you can omit the fifth point of (0,0)).
What is the maximum profit?
What are the values of the slack for the two non-binding constraints?
If the profit contribution per item x changed from $20 to $50, what would be the value of the
maximum profit?

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