Question

Given the objective function which is to maximize P=20x+50y

and the vertices in the choices are the extreme points in the feasible region of the constraints. What is the optimum solution of the linear model?

Answer 1

Step-by-step explanation:

The corner points are the vertices of the feasible region. ... Other Objective Functions with the Same Constraints ... 30y (the original objective function); Maximize P = 20x + 30y; Maximize P ...

Answer 2

Answer:

The Objective function is given by

P= 20x+50y.

From the feasible region of the constraints we get corner points. That is the values which substitute for x and y in the objective function.

From that values we get maximum of P. That value is the optimum solution of the given linear model.