Volume A box 10 inches high has a square base. The box was made 9 inches longer, and 3 inches narrower (or its width was decreased by 3 inches) while the height remained 10 inches. Give the original length of one side of the box if these changes increased the volume of the box by 50

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put them into an equation of volumes
let the square base be x
10 x^2 = 10(x+9)(x-3) + 50

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