Which of the following nets, A, B, or C, can be folded to form a cube with a red front face, a green right face, and a blue top face?

To determine which net forms the given cube, we need to visualize how each net folds into a 3D cube and compare the arrangement of the colored faces. The given cube has a red front face, a green right face, and a blue top face. Step 1: Analyze Net A. Let's assume the central yellow square is the bottom face of the cube. If we fold up the red square (to the left of the central yellow), it becomes the front* face. If we fold up the green square (to the right of the central yellow), it becomes the right* face. If we fold up the blue square (above the central yellow), it becomes the top* face. This arrangement (red front, green right, blue top) perfectly matches the visible faces of the cube shown in the problem. Step 2: Analyze Net B. Let the central yellow square be the bottom face. If we fold up the red square (to the right of the central yellow), it becomes the front* face. If we fold up the green square (to the left of the central yellow), it becomes the left* face. If we fold up the blue square (above the central yellow), it becomes the top* face. In this case, if red is the front, green is the left face, not the right face as in the target cube. So, Net B is incorrect. Step 3: Analyze Net C. Let the central yellow square be the bottom face. If we fold up the red square (below the central yellow), it becomes the back* face. This does not match the target cube where red is the front. Alternatively, if we try to make red the front, the blue face would be the back, not the top. So, Net C is incorrect. Step 4: Analyze Net D. Let the central yellow square be the bottom face. If we fold up the red square (to the left of the central yellow), it becomes the front* face. If we fold up the blue square (to the right of the central yellow), it becomes the right* face. If we fold up the green square (above the central yellow), it becomes the top* face. In this case, if red is the front, blue is the right face and green is the top face. The target cube has green as the right face and blue as the top face. The positions of green and blue are swapped compared to the target cube. So, Net D is incorrect. Based on the analysis, only Net A correctly forms the cube with the specified color arrangement. The final answer is A. Send me the next one 📸