Question: Question 3 [25 pts] Consider the following nonlinear programming problem: The profit function z is: z = vp -C-VC, Where, v denotes volume to be

Question 3 [25 pts] Consider the following

Question 3 [25 pts] Consider the following nonlinear programming problem: The profit function z is: z = vp -C-VC, Where, v denotes volume to be produced, p is the selling price of one unit of product, Cr is the fixed cost, c, is the variable cost per product. The volume function is: v=9200 - 56.7p Cost parameters are: C = 30000 and C = 24. Note that this problem is very similar to the problem in our Nonlinear Programming class notes on Sakai. a. [15 pts] Using the given variables and parameters, write down the z function in terms of "p". b. [7 pts) Find the optimal p value

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