Since some problems require information for Wyndor Glass Company Problem, it is summarized below: TABLE 3.1 Data for the Wyndor Class Co. problem c. (10pts) Write down a LP Problem associated with having Plant 2 and Plant 3 provide unlimited number of hours. Draw the feasible region. Work through a simplex method iteration associated with this problem. Show and explain what happens as you start performing a simplex method iteration. - (Note: In problem 3c, you must justify your answer using a simplex method formulation, do not use a drawing of feasible region as a justification of your answer.) d. (20 pts) Suppose that the number of hours available to plant 3 changes. How many hours would need to be available to Plant 3 in order to create a tie for a leaving basic variables in one of the Simplex Method iterations (i.e. create a degeneracy)? i. Indicate the number of hours. (Explain your answer). ii. Indicate the resulting CPF solutions where degeneracies occur. iii. Indicate the entering basic variables that cause this to happen iv. Indicate which basic variable form a tie for a leaving basic variable. Note for part (d): You do not need to solve anything via Simplex Method. All you need to do is indicate the number of hours available to Plant 3, the CPF solution where degeneracy occurs, and the appropriate basic and non-basic variables. There are multiple possible answers here. Getting any one will give you full credit. For each additional correct answer you will earn extra 5 bonus points. Since some problems require information for Wyndor Glass Company Problem, it is summarized below: TABLE 3.1 Data for the Wyndor Class Co. problem c. (10pts) Write down a LP Problem associated with having Plant 2 and Plant 3 provide unlimited number of hours. Draw the feasible region. Work through a simplex method iteration associated with this problem. Show and explain what happens as you start performing a simplex method iteration. - (Note: In problem 3c, you must justify your answer using a simplex method formulation, do not use a drawing of feasible region as a justification of your answer.) d. (20 pts) Suppose that the number of hours available to plant 3 changes. How many hours would need to be available to Plant 3 in order to create a tie for a leaving basic variables in one of the Simplex Method iterations (i.e. create a degeneracy)? i. Indicate the number of hours. (Explain your answer). ii. Indicate the resulting CPF solutions where degeneracies occur. iii. Indicate the entering basic variables that cause this to happen iv. Indicate which basic variable form a tie for a leaving basic variable. Note for part (d): You do not need to solve anything via Simplex Method. All you need to do is indicate the number of hours available to Plant 3, the CPF solution where degeneracy occurs, and the appropriate basic and non-basic variables. There are multiple possible answers here. Getting any one will give you full credit. For each additional correct answer you will earn extra 5 bonus points