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un has 1200 feet of fencing materials to build a pen for his sheep and goats. The pen will be a rectangle with a divider down the middle. What should be the maximum are for the pen?
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the fence perimeter = 1200 let the length be 'x' and breadth be 'y' so, 2(x+y) =1200 y= 600-x now Area =A=xy =x(600-x) to get max. area, differentiate A and set it =0
A = 600x -x^2 since you can take simple derivates, can you derivate A ?
600-2x
is it right?
now set that =0 and find x
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yes, thats correct ! good :)
now set that =0 and find x
300
yes, now Area = x(600-x) =... ?
90000
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\(\checkmark \)
is that the answer already?
yes, you needed max area...dimensions we found by differentiating, and then we plugged it into area and got 90000 sq. ft.
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