Question: Given the following linear programming problem: Max Z = 1 5 x + 2 0 y s . t . 8 x + 5 y

Given the following linear programming problem:
Max Z=15x+20y
s.t.
8x+5y40
4x+y4
What would be the values of x and y that will maximize revenue?
 Given the following linear programming problem: Max Z=15x+20y s.t. 8x+5y40 4x+y4

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