When folded into a cube, which of the following corners would touch corner A?

When considering the folding of a shape, such as a cube, visualizing how each corner relates to one another is essential. In a cube, there are three dimensions, and corners can be designated based on their locations relative to one another.

When you identify corner A and imagine folding the flat shape into a cube, you need to track the path from corner A to the corner you want to evaluate. In this scenario, corner D is positioned such that when the shape is folded, it comes into contact with corner A. This relationship occurs because folding the shape involves bringing edges and corners together, and corner D, through the folding process, aligns directly with corner A.

This alignment occurs in three-dimensional space, where the geometry of the cube dictates the specific corners that can touch each other when folded. Thus, choosing D accurately reflects the spatial relationship that exists when the cube is fully formed.