Asked by Emily
Hi! Could someone help me with this problem.
You have 8L feet of fence to make a rectangular vegetable garden alongside the wall of your house, where L is a positive constant. The wall of the house bounds one side of the vegetable garden. What is the largest possible area for the vegetable garden?
I am really confused with the 8L, saying that L is a positive constant. I tried doing the exercise ignoring the L and solving it like a normal optimization problem I am not getting a correct answer. I also tried putting the L by the answer and it is not taking either. Any help would be greatly appreciated.
Thank You!
You have 8L feet of fence to make a rectangular vegetable garden alongside the wall of your house, where L is a positive constant. The wall of the house bounds one side of the vegetable garden. What is the largest possible area for the vegetable garden?
I am really confused with the 8L, saying that L is a positive constant. I tried doing the exercise ignoring the L and solving it like a normal optimization problem I am not getting a correct answer. I also tried putting the L by the answer and it is not taking either. Any help would be greatly appreciated.
Thank You!
Answers
Answered by
Steve
see your earlier post. The area is 8L^2
Or, show your work so we can figure out where you went wrong.
Or, show your work so we can figure out where you went wrong.
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