Given the following mathematical model Max 2X1 8X2 Draw a g

Given the following mathematical model: Max: 2X_1 + 8X_2 Draw a graph showing the objective function and constraints. shade the feasible region.(5) What are the value of the optimal solution variable (x_1 and x_2)? (10) What is the value of the maximum cost?(5) which constraints are binding? (10) suppose the profit X_1 was change from 2 to 4 and the profit on x_2 changed from 8 to 5. Would the optimal value of x_1, x_2, and the objective function change and if so, what are the new value of each? (10)

Solution

i will plot on the graph paper and then upload