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Question
The question is based on a solid cube which has been shaded as shown on pairs of opposite faces.
How many small cubes have no face with any shading?
The question is based on a solid cube which has been shaded as shown on pairs of opposite faces.
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Solution
The correct option is C 1
No. of small cubes with no face shading=(n−2)3
=(3−2)2=1
No. of small cubes with no face shading=(n−2)3
=(3−2)2=1
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