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A rectangular display case houses a square pyramid. Both have the same square base measuring x inches on a side. The top of the case is 2 inches above the tip of the pyramid which has a height of h inches. Which expression represents the volume of the empty space inside the case?
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The rectangular display case has volume (x)(x)(h+2) = x^2h + 2 x^2. The housed pyramid has volume 1/3 B h = 1/3 (x*x) h= 1/3x^2h. Empy Space = Case volume - pyramid volume = x^2 h + 2 x^2 - 1/3 x^2 h = x^2 h - 1/3 x^2 h + 2 x ^2 = [ (2/3) x^2 h + 2 x ^ 2] cubic inches --> Please check my work.
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