Suggest forming max area rectangle out of a piece of wire length L inches. What should be the best width and height of the rectangle?
w=width of the rectangle in inches
h=height of the rectangle in inches
Restrictions:
1. 2(w+h)=L
2. w>=0, h>=0
Objective:
Maximize z(area)=wh
Identify two feasible solutions and determine which is better?