Question $1(50$ points$)$ You are hired by a company looking to maximize its profit from two products

chey make on their factory. A linear programming model was developed. Based on the Revised Simplex

Method:

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a$)$ What is the optimal level of production for each of the two products?

b$)$ What is the maximum profit this company could have under these conditions?

c$)$ Based on the optimal solution, which constrains are actually limiting this problem? In other

words, what equation$($s$)$ are creating the optimal corner point feasible solution?

d$)$ Assuming they are already using the best available technology in the market, what

recommendations would you give them to increase the profit of this factorv in the future?