Step 1: Understanding the Question:
This question belongs to the topic of
3D Spatial Projection and Magnetic Polarity.
We are given a 3D assembly of glued bar magnets (Blue = North, Red = South) and non-magnetic bars (Grey). We need to determine the color configuration of the faces on the opposite end of the assembly when viewed directly.
Step 2: Key Formula or Approach:
We apply the physical and spatial laws of bar magnets:
• A single bar magnet has opposite poles at its two ends. Therefore, a Blue (North) front face must have a Red (South) back face, and a Red front face must have a Blue back face.
• Non-magnetic bars (Grey) are uniform throughout and remain Grey at both ends.
• When looking directly at the back face from the other end, the left and right positions are horizontally mirrored relative to the front face.
Step 3: Detailed Explanation:
• Let us map the front face configuration:
- Top-center: Blue (North) \(\to\) opposite end must be Red (South).
- Middle-center: Red (South) \(\to\) opposite end must be Blue (North).
- 3rd-center: Grey (Non-magnetic) \(\to\) opposite end must be Grey.
- Bottom-center: Blue (North) \(\to\) opposite end must be Red (South).
- Left-wing: Grey (Non-magnetic) \(\to\) viewed from the back, this bar is on the right side, so the right-wing must be Grey.
- Right-wing: Blue (North) \(\to\) viewed from the back, this bar is on the left side, and its opposite end must be Red (South).
• Let us assemble the direct back-view configuration from top to bottom:
- Central column: Red (top), Blue (second), Grey (third), Red (bottom).
- Left-wing: Red.
- Right-wing: Grey.
• Let us match this with the options:
- Option C: Displays exactly this layout: a Red top-center and left-wing, a Blue middle-center, and a Grey right-wing and third-center. This matches our physical and geometric deduction perfectly.
Step 4: Final Answer:
Option (C) is the correct configuration on the other end.