Question: Consider the following LP problem with two constraints: ( 6 X+33 Y>=198 ) and ( 4 X+18 Y=72 ). The objective function is Min (

$Consider the following LP problem with two constraints: \\( 6 X+33$

Consider the following LP problem with two constraints: \$ 6 X+33 Y>=198 \$ and \$ 4 X+18 Y=72 \$. The objective function is Min \$ 7 X+27 Y \$. What combination of \$ X \$ and \$ Y \$ will yield the optimum solution for this problem? a. \$ 16,0.444444 \$ b. 18,0 c. infeasible problem d. unbounded problem e. 0,4

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