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Standard IX
Mathematics
Cuboid
24.The number...
Question
24.The number of ways of painting the faces of a cube with 6 different colors is?
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Q.
The number of ways of painting the faces of a cube with
6
different colors
Q.
Six colors of paint are available. Each face of a cube is to be painted a different color. In how many different ways can this be done if two colorings are considered the same when one can be obtained from the other by rotating the cube?
Q.
In how many different ways can the six faces of cube be painted by 6 different colours?
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Q.
Three adjacent face of one cube is painted in pink, one adjacent pair of faces is painted in black and the remaining faces are Painted in violet. The cube is the cut into 216 identical cubelets.
How many the cubelets have exactly two painted surface in two different colors?
Q.
The number of ways in which four faces of a regular tetrahedron can be painted with four different colours is
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