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length L times width W is your area A. L * W = A We know length L is 3 more than width W. L = W + 3 Also, we know area A is 88. Substitute L = W + 3 into the fact L * W = A, which is L * W = 88. (W + 3) * W = 88 \[W^2+3W=88\] Solve for W, and use this value to solve for L = W + 3.
I'm so lost still and I don't know why. This seems like it should be easy, but it's not
\[W^2+3W=88\]Solve for 0:\[W^2+3W-88=0\]Factor and solve:\[(W+11)(W-8)=0\]W = - 11, 8. Width must be a positive value, so the width is just 8. W = 8 L = 3 + W L = 3 + 8 L = 11 (W, L) = (8, 11)
Ohhh I think I get it.. I hope lol Thank you!1
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