Solving this problem via linear programming?
A health food store is creating smoothies with soy protein and vitamin
supplements. A Soy Joy smoothie costs $2.75 and uses 2 ounces of soy and 1 ounce
of vitamin supplement. A Vitamin Boost smoothie costs $3.25 and uses 3 ounces of
vitamin supplement and 1 ounce of soy protein. The store has 100 ounces each of
vitamin supplement and soy protein in stock. How many of each type of smoothie
should the store make in order to maximize revenue?
I'd appreciate it if anyone can show me how to solve this problem via linear programming (Algebra II).