You have 196 feet of fencing to enclose a rectangular region. Find the Dimensions of the rectangle that maximizes the enclosed area.
Let us say the lengths are X and Y
So 2(X+Y) gives the length of the fencing.
`2(X+Y) = 196`
`X+Y = 98`
`Y = 98-X`
If the area is A;
`A = X*Y`
`A = X*(98-X)`
`A = 98X-X^2`
When area is...
(The entire section contains 104 words.)
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