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A cube of side 6 cm is painted with blue colour and cut into small cubes of side 1 cm, the small cubes which has no painted side is painted with red colour. And the remaining areas of remaining small cubes are painted with green colour. Find the ratio of blue painted, red painted and green painted area.
Two opposite faces of a large cube are painted red, two adjacent faces are painted yellow and the rest of the faces are painted blue. On each axis of this big cube, 4 equal cuts have been made and some smaller cubes have been obtained. How many such small cubes will be there in which one face is painted blue and one is painted yellow?
The accompanying image shows a large cube made of dark and white small sugar cubes. Small cubes of the diagonally arranged row of the bottom surface of the large cube, small cubes of the row with one face on the right-hand surface of the large cube, small cubes of the row with one face on the front surface of the large cube, and small cubes of the column with one face on the top of large cube surface are all dark. Select the number of small white cubes of the large cube.
The pairs of opposite faces of a large cube are painted red, yellow and blue. Now 3 equal cuts are made on each side of this cube and some smaller cubes have been obtained. How many such small cubes will be there in which one face is painted yellow, one face is painted red or blue and all other faces are not painted?
A big solid cube is painted with red colour on two opposite faces, yellow colour on two adjacent faces and green colour on remaining two faces. Now 3 cuts are made on each axis of this cube and then some small cubes are obtained. How many small cubes will have one face painted with red colour and one face painted with yellow colour?
A cube of volume 64 cm3 is is cut into two smaller and identical cuboids. The faces of dimensions 4 × 4 of one of the cuboids are painted with black color and the rest of its faces are painted with yellow color. One pair of adjacent faces that do not include any face of dimensions 4 × 4 of the other cuboid are painted with yellow color and the rest of its faces are painted with black color. Now each of two cuboids are cut into 32 smaller and identical cubes. How many of the smaller cubes have exactly three colored faces?
A, B and C can alone paint a room in 40 hours, 60 hours and 80 hours respectively. If A, B and C together painted the wall for 10 hours, then A left and B and C together painted for 4 hours, then B left but A returned and A and C together painted for 8 hours, then what part of the wall is still left to be painted?
The six faces of a solid cube have been painted in different colours. The top of the cube is painted Red and the bottom is painted White. The rest of the four faces have been painted Yellow, Blue, Green and Pink, respectively in clockwise direction. The cube is now turned in such a manner that Blue face is at the top. What will be the colour of the bottom face?
A cube with all the sides painted was divided into small cubes of equal measurement. The side of a small cube is exactly one fourth as that of the big cube. Therefore, the number of small cubes with only one side painted is
A solid cube is painted yellow, blue and black such that opposite faces are of same colour. The cube is cut into 36 cubes of two different sizes such that 32 cubes are small and the other four cubes are big. None of the faces of the bigger cubes is painted blue. How many cubes have only one face painted ?