A linear programming problem involving ordered pairs, therestraints yield soluti

Question

A linear programming problem involving ordered pairs, therestraints yield solutions where the corner points are:(0,0) (0, 10) ( 16, 8) and (40, 0). Whichof the following objective functions would not have a unique pointon this region that corresponds to a maximum P values? a.   P = 20x +70y b.   P = 30x +90y c.   P = 40x +100y c    P = 30x + 350y A linear programming problem involving ordered pairs, therestraints yield solutions where the corner points are:(0,0) (0, 10) ( 16, 8) and (40, 0). Whichof the following objective functions would not have a unique pointon this region that corresponds to a maximum P values? a.   P = 20x +70y b.   P = 30x +90y c.   P = 40x +100y c    P = 30x + 350y

Explanation / Answer

Determine the slopes between the given points and then the slopesof the "answer" lines. Whichever of the answers that has a slopematching one of the lines between the points is the correctanswer. slopes between the points (, 0, -1/8 and -1/3) slopes of the given lines a) -2/7 b) -1/3 c) -2/5 d) -3/35 b is the correct answer

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