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i nedd a correct answer for Mr. Alvirez has 100 feet of fencing. What are th diemensions of the largest rectangular pen he can build for his dogg
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10x10
thank you
Let \(x\) and \(y\) be the length and the width of the pen, respectively. We have \(2x+2y=100 \implies x+y=50\). We want to maximize the area, which is \(xy=x(50-x)=50x-x^2\). The maximum value occurs at \(50-2x=0 \implies x=25\). Sot he dimensions of the largest pen are \(25\times25\).
\(10\times10\) would be true if Mr. Alvirez has only 40 feet of fencing.
anwara@ does yours equal too 100
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Yeah, The correct dimensions are 25x25.
so its not 10x10
It's NOT correct!
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