Consider the following linear programming problem Мах .03с .04N s.t. .25 C 2 30,000 .20 N 2 10,000 .25 C 40 N 2 4C + 6N s 1,200,000 C, N, 2 0 a. Write the problem in standard form. b. Use a graph to show each constraint and the feasible region. c. Identify the optimal solution point on your graph. What are the values of C and N at the optimal solution? d. What is the optimal value of the objective function? e. What are the values of slack and surplus variables at the optimal solution?

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