## Question

###### The different faces of a cuboid, having the measurements X2X 2 Cm, is to be painted. Colors at disposal arC blue, yellow, and red. In how many ways can this be done; if two colorings are considered as being equivalent when one of them can be obtained from the other one by a rotation of the cuboid?

The different faces of a cuboid, having the measurements X2X 2 Cm, is to be painted. Colors at disposal arC blue, yellow, and red. In how many ways can this be done; if two colorings are considered as being equivalent when one of them can be obtained from the other one by a rotation of the cuboid?

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