Question

A cube is cut at one of its vertices. Choose all its possible nets

Answer 1

When a cube is cut at one of its vertices, the nets possible are A, E and F.

• From the given figure we observe that at the corner at which it is cut, the vertice's adjacent sides have chamfered edges.
• The number of faces adjacent to a corner is 3.
• Thus when the blocks of a net are closed up to form a square, one vertice should have its adjacent faces chamfered.
• From the options, A, E and F are appropriate.