Question

All the faces of eight small equal cubes cut from a large single cube are painted red in color. These small equal cubes are again cut in to 64 pieces. How many small cubes will have 2 colored faces and rest of the four faces having no color

Answer 1

Answer:

Zero cube will have two sides colored and rest of the four faces having no colored.

Step-by-step explanation:

Let us assume that the figure shows the cube.

The dotted line on the cube shows the cut line of the cube.

If the big cube is colored  and we cut as the dotted line shows then it will be divided into eight small cubes and each cube will have three sides colored as we can see in the figure.

So we can say that no cube will have two sides colored and rest of the four faces having no colored.