a. List the optimal solution for each product and the maximum profit it will create b. Which of the following is the Material 2 Constraint equation? I. 2.5X + 1.5Y + 52 =270 II. P = $85X + $90Y + $62Z III. 4X + 6Y + 0Z = 400 IV. 100X + 0Y + 4Z = 400 C. Which component of production was not fully used and how much were remaining? d. Calculate the reduction to maximum profit is 50kg were removed from Material 2Question 2 a. You are a worker in charge of selling coffees to customers. The weekly fixed expenses in relation to that part of your job is estimated to be $880. The average variable expenses are $0.13 for the ingredients and $0.20 for the packaging per coffee. You sell each coffee for about $5.20. Calculate the number of coffees to be sold to break even and the break even amount. b. Explain (at least 2 sentences) the shaded section of the incomplete graph Price and Costs TR TC Break-Even Point Units Formulae Total Profit (P): P = Income - Cost = / - C Total Cost (C): C= Variable cost + Fixed Cost = v + f Break-even quantity (x): x = - S - V