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If n faces of a cube are painted, the area of the unpainted faces is what fraction of the total surface area of the cube? A) n/6 B)n/8 C)n-6/6 D)6-n/6 E)6-n/8
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D
because
|dw:1375672574256:dw| if you look at this shape which can fold into a cube, we see that there are 6 face
therefore when we paint one face, we are painting 1/6 percent of the total surface..
if we paint 2, we cover 2/6 or 1/3 percent of the total surface.... paint 3, we cover 3/6 or 1/2 paint 4, we cover 4/6 or 2/3 paint 5, we cover 5/6 paint 6 we cover 6/6 or 100% hence the pattern we find is 6-(n/6)
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