Consider the graphical linear programming problem below:
Maximize Z = $15X + $20y
Subject to:
(i)8x + 5y $\le$ 40
(ii).4x + y $\ge$4
Solve the values of x and y that will maximize revenue.What revenue will result?

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The Answer of Consider the graphical linear programming problem below:
Maximize Z = $15X + $20y
Subject to:
(i)8x + 5y $\le$ 40
(ii).4x + y $\ge$4
Solve the values of x and y that will maximize revenue.What revenue will result?

Consider the Graphical Linear Programming Problem Below: Maximize Z = ≤\le≤

Consider the Graphical Linear Programming Problem Below:
Maximize Z = $\le$