Mr. Randolph wants to take his little brother Everett and 10 of his little friends to Pistol Petes Pizza. A large pizza (including tokens for games) costs 20 and a pitcher of soda costs $5.
Being a teacher, Mr. Randolph is very concerned about how much money he is going to spend, so he does not want to spend more than $100. Also, he is only willing to buy at most 11 pitchers of soda, but knows that he needs to have enough pizza and soda for all of the kids.
Model this scenario graphically, and then determine the best possible solutions.
Having difficulty determining the min/max and constraints.
I've posed that C=20x+5y. Normal constraints of x>=0, y>=0, and 20x+5y<=100. When I try to graph this, I don't get useable test points.