Use simultaneous equations to determine the optimal values
of the decisions variables. I am also asked to
show GRAPHS and explain my work.
Maximize Z= 4×1+3×2
6×1+4×2<= 48lb="" labor="">=><=80 hr="" x1,x2="">=
2. Do any constraints have (nonzero) slack? If yes, which
ones and how much slack does each have?
3. Do any constraints have (nonzero) surplus? If yes which
ones and how much surplus does each have?
1. What are the optimal values of the decision variables
4. Are any constraints redundant? If yes, which ones?