Consider regular Hexagon ; let and be the midpoints of and . Reflect the hexagon about , then again about . With which of the following points does the image of under these reflections coincide?

What is the result of reflecting the point over the y-axis in the coordinate plane?

Consider regular Hexagon ; let and be the midpoints of and . Reflect the hexagon about , then again about . Which of the following clockwise rotations about the center would result in each point being its own image under this series of transformations?

How many lines of symmetry does the above figure have?

On the coordinate plane, the point is reflected about the -axis. The image is denoted . Give the distance .