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Consider the linear programming problem where x and y are the decision variables. Maximize 6 times + 8 y subject to the following five

Consider the linear programming problem where x and y are the decision variables.
Maximize 6\times +8y
subject to the following five constraints
[C1]5x+2y <=40
[C216x+6y <=60
[C3]2x+4y <=32
[C41 x >=0
[C5] y >=0
Which two constraints control the solution?
O C1 and C2
O CA and C5
OC3 and CA
OC1 and C3
OC2 and C3
OC2 and C5
What is the optimized value of x?
What is the optimized value of y?
What is the maximum payoff?
Which constraints are redundant?
What is the slack for one of the redundant constraints?

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