Phrases Cube and Cuboid Previous Year Question Paper and Solution with PDF

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How many minimum number of colours will be required to paint all the sides of a cube without the adjacent sides having the same colours?

By painting, opposite, sides with same colour, we can paint all the sides of a cube without the adjacent sides having the same colour i.e. 6/2 = 3

How many minimum numbers of colours will be required to paint all the sides of a cube without the adjacent sides having the same colours?

A cube is made up of 125 one cm. square cubes placed on a table. How many squares are visible only on three sides?

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