You are the operations manager of an ice cream shop that produces its own ice cream. You make and sell five flavors; Vanila (v). Chocolate (c), Pistachio (p). Banana (b) and Rocky Road (rr) You want to make as much money as you can, of course, The profits per gallon for the five flavors are Vanilla: 590 , Chocolate: $75, Pistachio. $70, Banana: $55 and Rocky Road: $40. You can make up to 200 gallons. You have to make at least 10 gallons of each flavor and you cannot make more than 75 gallons of any one flavor. Assume you will sell all 200 gallons you make 1. What objective are you trying to optimize? (1 pt) (cost, prolit, ice cream. gallon) 2 Are you maximizing. minimizing or hitting a target for that objective? (1 pt) 4. What is/are the input variables (parameter/coeflicient values used in the objective function)? (2 pts) 5. What is the formula for what you are trying to optimize? (2 pts) 6. What is/are the constraint(o)? (2 pts) 7. What is/are the formula(s) for the constraint(s)? (2 pts) 8. What is the solution for this problem? (2 pts)