# G.1.16.2 Self Rotation

Determine all the

**angles of rotation**that create symmetry for each of the shapes below. In other words, determine the angle(s) you can turn the shape about its center (point P) and have it*land on itself*.What **angle(s) of rotation** that create symmetry does an **isosceles trapezoid** have?

What **angle(s) of rotation** that create symmetry does a **rectangle (that is not a square)** have?

What **angle(s) of rotation** that create symmetry does a **rhombus** have?

What **angle(s) of rotation** that create symmetry does a **parallelogram** have?

What **angle(s) of rotation** that create symmetry does an **isosceles triangle** have?

What **angle(s) of rotation** that create symmetry does a **regular pentagon** have?

What **angle(s) of rotation** that create symmetry does a **square** have?

What **angle(s) of rotation** that create symmetry does a **circle** have?