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Does the objective function p=2x-y attain a minimum on the feasible region? Why or why not?
Does the objective function p=2x-y attain a maximum on the feasible region? Why or why not?
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- Find the corners of the feasible regionA piece of wire of length 58 is cut, and the resulting two pieces are formed to make a circle and a square. Where should the wire be cut to (a) minimize and (b) maximize the combined area of the circle and the square?A piece of wire of length 60 is cut, and the resulting two pieces are formed to make a circle and square. What should the wire be cut to (a) maximize and (b) minimize the combined area of the circle and the square?
- Suppose the feasible region has four corners at these points (0,0), (8,0), (0,12), and (4,8). If the profit formula is P = $2x + $4y, what is the maximum profit possible?The LP problem has an unbounded feasible region a.) True b.) FalseUse complementary slackness and the solution to its dual problem to find solution(s) to the primal LPP.