1. **Problem Statement:** We have a cube net with points labeled and a point X on the right middle square's right edge midpoint. We want to find which two points X meets when the net is folded into a cube. 2. **Understanding the Cube Net:** The net consists of 6 squares arranged in an "L" shape with an additional square attached to the top left square. The points are labeled as follows: - Top left square: vertices E (top-left), F (top-right) - Left middle square: vertex D (bottom-left) - Bottom left square: vertex C (bottom-left) - Bottom right square: vertices A (top-right), B (bottom-right) - Right middle square: point X at the midpoint of the right edge 3. **Folding the Net:** When folded into a cube, adjacent squares fold along their shared edges. The right middle square with point X folds up to meet the top right square and the bottom right square. 4. **Identifying Points Meeting X:** Since X is at the midpoint of the right edge of the right middle square, it will meet the points at the edges of the squares adjacent to that edge when folded. 5. **Conclusion:** Point X meets points A and B when the net is folded into a cube because these points are at the top-right and bottom-right corners of the bottom right square adjacent to the right middle square's right edge. **Final answer:** Point X meets points A and B when folded into the cube.