Question: solve it as nonlinear programming formulate the problem A manufacturer can produce product 1 at a cost of $2/unit and product 2 at a cost

solve it as nonlinear programming formulate the problem
A manufacturer can produce product 1 at a cost of $2/unit and product 2 at a cost of $5/unit 3 units of raw material are needed to manufacture 1 unit of product 1, and 6 units of raw material are needed to manufacture 1 unit of product 2. A total of 120 units of raw material are available. Total available budget for production is $100. The manufacturer must produce at least 5 units from each product. The total income is calculated as total produced items to power 0.7 then multiply by 10. The objective is to maximize the net profit. Formulate theStep by Step Solution
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