1. The problem statement, all variables and given/known data Your budget for constructing a rectangular enclosure which consists of a high surrounding fence and a lower inside fence that divides the enclosure in half is 2400 dollars. The high fence costs 8 dollars per foot and the low fence costs 4 dollars per foot. Find the dimensions and the maximum area of each half of the enclosure. 2. Relevant equations -None- 3. The attempt at a solution I know you probably have to figure out how much each type of fencing is going to cost then divide that for the particular fence giving you the dimensions. I don't know how to set up the proper formula for getting it though. I tried 16x+8y=2400 then solving for y and plugging it back in but I keep going in circles. I couldn't get much further than that because I am confused. Thanks for any help!