Question: Consider the following linear program. Your goal is to maximize 30 X +10 why subject to 3X plus Y cannot exceed 300, X plus Y

Consider the following linear program. Your goal is to maximize 30 X +10 why subject to 3X plus Y cannot exceed 300, X plus Y cannot exceed 200, X cannot exceed 100, and why must be at least 50.

a) what is the objective function?

b) what are the constraints:

c) what are the corner points?

d) what is the optimal solution?

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