Concept:When a cube is folded from a net, opposite faces can never appear together, and the clockwise or anticlockwise order of adjacent faces around a corner must remain the same.
Explanation:First identify the opposite faces from the given unfolded cube.
Then check each answer figure by comparing its visible faces.
Two visible faces that are opposite in the net cannot be shown adjacent on a valid cube.
Also, if three faces meet at a corner, their order around that corner must match the folded net.
Answer figures
1,
2, and
4 satisfy these conditions.
In answer figure
3, the visible faces are arranged in a way that contradicts the net.
So figure
3 cannot be formed from the given unfolded cube.
Answer:Answer figure
3, i.e. Option C, cannot be made from the question figure.
