it take 64 cubes to fill a cubical box that has no top. how many cubes are not touching a side or the bottom of the box?
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Answer:
Each small cube would have dimensions $1\times 1\times 1$ making each cube a unit cube.
If there are $16$ cubes per face and there are $5$ faces we are counting, we have $16\times 5= 80$ cubes.
Some cubes are on account of overlap between different faces.
We could reduce this number by subtracting the overlap areas, which could mean subtracting 4 cubes from each side and 12 from the bottom.
$80-(4\times 4+12)=80-28=52=\boxed{B}$
Solution 2
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