Geometry

Question Analysis

This question involves understanding the structure of a cube's net. The main focus is on spatial reasoning and understanding how 2D nets translate into 3D cube structures.

Key Concept Explanation:

A cube net is a 2D arrangement of six squares that can be folded to form a cube. For a valid net, the faces must be arranged in such a way that they can be joined without overlapping or leaving gaps to form a closed 3D object.

Step-by-Step Solution:

Through combinatorial and geometric analysis, it has been determined that there are 11 distinct types of nets that can form a cube. These nets have different arrangements of the squares, but all satisfy the requirement of being foldable into a cube.