Question: Solve the following linear programming problem with the simplex method. A company products two products, product, X and product Y for each unit of product

Solve the following linear programming problem with the simplex method.
A company products two products, product, X and product Y for each unit of product X they make $40 for each of product Y they make $30. There are two parts in limited supply part a and part B. The company has 100 units of part a and 80 units of part B. Product X requires two units of part a and one unit unit part B while product Y requires one unit of part a and two units part B. How many units of product X and product Y should the company make to maximize their profit?

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