Step 1: Understanding the Concept:
The question asks to identify which wooden joint can be disassembled by pulling the two pieces apart along the Y-axis (vertical direction). The problem states that all joints can be released along the Z-axis (perpendicular to the page, i.e., by lifting one block off the other). We need to analyze the geometry of the interlocking parts for movement constraints in the Y-direction.
Step 2: Detailed Explanation:
Let's examine the profile of each joint to see if vertical movement is possible. Releasing along the Y-axis means the two blocks can slide past each other vertically without any part of one block hitting any part of the other.
Joint A: This is a type of dovetail or lapped joint where the interlocking shapes are flared. The wider part of the orange block's tenon is captured by the narrower opening of the light-colored block's mortise. Any attempt to pull the blocks apart vertically (along the Y-axis) would cause the flared sections to collide. Therefore, it cannot be released along the Y-axis.
Joint B: This joint has a hook-like feature. The orange block has a projection that hooks under a corresponding section of the light-colored block. This hook directly prevents separation along the Y-axis.
Joint C: This is a simple half-lap joint. The two pieces meet at a straight, vertical interface. There are no undercuts, hooks, or flared sections that would prevent one piece from sliding vertically relative to the other. Therefore, this joint can be released along the Y-axis.
Joint D: Similar to joint A, this is a dovetail-type joint. The tenon on the orange block is wider at its base than at the opening of the mortise in the light-colored block. This dovetail shape mechanically locks the pieces together and prevents them from being pulled apart along the Y-axis.
Step 3: Final Answer:
Only joint C has a geometry that allows the two wooden blocks to slide apart along the Y-axis without obstruction.