As per the given all information in above question , we get
In layers I and IV four cubes each at the four corners will have three faces painted.
Hence , required answer will be option B .
On the basis of above given question , we can say that
The cubes of middle row will have no red colour ? 9 Cubes
The Central cube will have no colour
Now, out of 8 cubes, 4 cubes have either yellow or white colour.
On the basis of given all above information , we can say that
A solid cube is made using 64 small cubes.In 24 small cubes two sides would be seen.
As per the given pattern in question figure , we can find the similar next position of given dice .
1, 2, 3 and 5 are adjacent to 4.
So 6 will be opposite to 4.
As per the given pattern in question figure , we can find the similar next position of given dice.
The question figure is similar to the Form ( 4 ).
As per the given pattern in question figure , we can find the similar next position of given dice .
The four triangular portions will combine to form a face of the type which lies opposite to the face bearing the circle.
On the basis of given all information in above question , we get
There are 4 + 4 = 8 cubes in layer ?1 and 4 + 4 = 8 cubes in Layer ? 4 which have one face painted green and one face painted red.
Thus there are 16 such cubes.
As per the given all information in question , we can say that
In Layers 1 and 4 the four cubes each in the centre have only one face painted. In Layers 2 and 3, eight cubes each in the centre have one face painted .
Thus, total number of cubes = 8 + 16 = 24
As per the given in above question figure , we can see that
Total number of cubes = 6 × 6 × 4 = 144.
As per the given pattern in question figure , we can find the similar next position of given dice .
If we fold the option (1) the number 2 will lie opposite 5.
If we fold the option (2) the number 1 will lie opposite 3.
If we fold the option (3) the number 2 will lie opposite 5.
Therefore, Answer Figure (4) is correct.
On the basis of the given all information in above question , we can say that
10 cubes are visible and 10 cubes are hidden.
Clearly, there is one column having four cubes.
There are two columns each having three cubes.
There are three columns, each having two cubes.
There are four columns, each having only one cube.
Thus, total number of cubes = 4 + 6 + 6 + 4 = 20 cubes
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