List of top Analytical Reasoning Questions on Cube and Dice

A cube has six sides each of a different colour. The red side is opposite black. The green side is between red and black. The blue side is adjacent to white and the brown side is adjacent to blue. The red side is face down. The side opposite brown is
A cube is painted Green on four adjoining side faces and Black on the other two faces, which are opposite each other (the top face and the bottom face). The cube is then cut by two evenly spaced cuts parallel to each of its three pairs of faces, which divides every edge into 3 equal parts and turns the big cube into a 3 x 3 x 3 arrangement of 27 smaller cubes of equal size.

How many smaller cubes are formed in all?
A cube is painted Green on four adjoining side faces and Black on the other two faces, which are opposite each other (the top face and the bottom face). The cube is then cut by two evenly spaced cuts parallel to each of its three pairs of faces, which divides every edge into 3 equal parts and turns the big cube into a 3 x 3 x 3 arrangement of 27 smaller cubes of equal size.

How many of the smaller cubes have only one face painted, and that face is Black colored?
A cube is painted Green on four adjoining side faces and Black on the other two faces, which are opposite each other (the top face and the bottom face). The cube is then cut by two evenly spaced cuts parallel to each of its three pairs of faces, which divides every edge into 3 equal parts and turns the big cube into a 3 x 3 x 3 arrangement of 27 smaller cubes of equal size.

How many of the smaller cubes have no face painted at all?
A cube is painted Green on four adjoining side faces and Black on the other two faces, which are opposite each other (the top face and the bottom face). The cube is then cut by two evenly spaced cuts parallel to each of its three pairs of faces, which divides every edge into 3 equal parts and turns the big cube into a 3 x 3 x 3 arrangement of 27 smaller cubes of equal size.

How many of the smaller cubes have at least three faces painted?
Instructions: A cube of 7 cm x 7 cm x 7 cm is kept in the corner of a room and painted in three different colours, one colour on each of the three faces that can be seen. The cube is then cut into 343 smaller, identical unit cubes.

How many of the smaller cubes have exactly one colour on them?
Instructions: A cube of 7 cm x 7 cm x 7 cm is kept in the corner of a room and painted in three different colours, one colour on each of the three faces that can be seen. The cube is then cut into 343 smaller, identical unit cubes.

How many of the smaller cubes have at most two faces painted?
Instructions: A cube of 7 cm x 7 cm x 7 cm is kept in the corner of a room and painted in three different colours, one colour on each of the three faces that can be seen (the three faces meeting at the corner facing into the room). The cube is then cut into 343 smaller, identical unit cubes.

How many of the smaller cubes do not have any face painted?
Same wooden block as previous questions (4x3x3 cm, painted yellow/red/green, cut into 1cm cubes).

How many cubes will have any two colours?
Answer the following questions based on the information given below.

I. There is a rectangular wooden block of length 4 cm, height 3 cm and breadth 3 cm.
II. The two opposite surfaces of 4 cm x 3 cm are painted yellow on the outside.
III. The other two opposite surfaces of 4 cm x 3 cm are painted red on the outside.
IV. The remaining two surfaces of 3 cm x 3 cm are painted green on the outside.
V. Now, the block is cut in such a way that cubes of 1 cm x 1 cm x 1 cm are created.

How many cubes will have only one colour?
Same wooden block as previous question (4x3x3 cm, painted yellow/red/green, cut into 1cm cubes).

How many cubes will have no colour?