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Word Problem: Application of Quadratic Equations - A rectangle shaped x-ray film has an area of 80 square inches. The length is 2 inches longer then the width. Find the width and length.
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let width = x, length = x+2. Then x(x+2)=80, so x^2 +2x - 80 = 0
\[A = lw\]\[l = w+2\] \[A = (w)(w+2) = 80\]\[w ^{2}+2w = 80\]\[w^{2}+2w-80=0\] Quadratic Formula if you can't figure it out.
a = 1, b=2, c = -80 into the quadratic formula
You end up with 8 and -10. It has to be positive so \[w=8\]\[l=10\]
Ohhhhhh thank you... I am seriously struggling with these words problems!
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