This question asks which net can form a cube.
Visualize folding the net to check if it forms a cube.
A cube has 6 identical square faces. When creating a net, each square must be arranged so that it can fold into the cube without overlap. Recognizing nets requires understanding the 3D shape structure and how each face connects. Drawing a 2D net and visualizing the folding process helps. Practicing with nets improves spatial reasoning and prepares you for surface area problems. Students should be able to identify which arrangements of squares can fold into cubes and which cannot.
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