Math Problem Solver

James farms uses at least 800 kgs of special feed. The feed is a mixture of product A and B whose composition is shown below$$\begin{array}{lccc}\text{ Feed }&\text{ protein }&\text{ Fiber }&\text{ cost (Tshs/kg) }\\\text{A }&\text{ 0.09 }&\text{ 0.02 }&\text{ 0.30 }\\\text{B }&\text{ 0.60 }&\text{ 0.06 }&\text{ 0.90 }\\\end{array}$$The dietary requirements of the feed are at least $30\%$ of protein and at most $5\%$ of fiber. James wishes to determine daily minimum cost feed mix.a) Formulate the linear programming model b) Present the model graphically c) Get optimum solution if any?Feed }&\text{ protein }&\text{ Fiber }&\text{ cost (Tshs/kg) }\\\text{A }&\text{ 0.09 }&\text{ 0.02 }&\text{ 0.30 }\\\text{B }&\text{ 0.60 }&\text{ 0.06 }&\text{ 0.90 }\\\end{array}\]The dietary requirements of the feed are at least $30\%$ of protein and at most $5\%$ of fiber. James wishes to determine daily minimum cost feed mix.a) Formulate the linear programming model b) Present the model graphically c) Get optimum solution if any?