Rotational Symmetry of Quadrilaterals

[b][color=#38761d]Rotational Symmetry[/color][/b] occurs when a shape can be rotated to land back on top of itself. Knowing whether or not quadrilaterals have rotational symmetry in important when reasoning about their attributes.[br][br][b][color=#38761d]Rotations are Defined by a center and an angle.[br][/color][/b]The center of rotation is identified already in each quadrilateral. Use the slider (Green Point) to rotate the quadrilateral and find the angle of rotational symmetry.[color=#38761d][b][br][br]Click the buttons to switch between quadrilaterals be sure to answer the questions at the bottom.[/b][/color]
[b][size=150][color=#38761d]List the angles of rotational symmetry for each quadrilateral. Which one has the most rotational symmetry? Why?[/color][/size][/b]
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Information: Rotational Symmetry of Quadrilaterals