Which of the following nets cannot be used to make a cube?
No nets shown.
To determine which of the following nets cannot be used to make a cube, we first need to understand what a net is and how it relates to a cube.
A net is a 2D representation of a 3D object that can be folded to form the object. In the case of a cube, a net consists of six square faces that are connected by tabs and flaps.
Here are the possibilities for the net options:
1. A square with an X inside: This net can be used to make a cube by folding along the lines and connecting the tabs.
2. A square with diagonal lines: This net can also be used to make a cube by folding along the lines and connecting the tabs.
3. A square with perpendicular lines: This net can be used to make a cube as well, by folding along the lines and connecting the tabs.
4. A square with parallel lines: This net can be used to make a cube by folding along the lines and connecting the tabs.
Therefore, all of the given nets can be used to make a cube.