
Lines of Symmetry - Square
How many [b]lines of symmetry[/b] does a [b]square[/b] have?
Rotational Symmetry of Regular Polygons
Remember: Regular Polygons are polygons with EQUAL SIDES AND ANGLES.

Equilateral Triangle
Number of Rotational Symmetries
Does the [b]EQUILATERAL TRIANGLE[/b] rotate onto itself when rotated at 90°?
List Rotational Symmetries
Choose the list that includes all Rotational Symmetries for an [b]EQUILATERAL TRIANGLE. (Angles at which it lines up with the original triangle)[/b]
Square
Number of Rotational Symmetries
Does the [b]SQUARE[/b] have 90° rotational symmetry?
List Rotational Symmetries
Choose the list that includes all Rotational Symmetries for a [b]SQUARE. [b](Angles at which it lines up with the original square)[/b][/b]
Number of Rotational Symmetries
Does a [b]REGULAR PENTAGON[/b] have 90° rotational symmetry?
List Rotational Symmetries
Choose the list that includes all Rotational Symmetries for a [b]REGULAR PENTAGON. [b](Angles at which it lines up with the original pentagon)[/b][/b]
Number of Rotational Symmetries
Does a [b]REGULAR Hexagon [/b]have 90° rotational symmetry?
List Rotational Symmetries
Choose the list that includes all Rotational Symmetries for a [b]REGULAR Hexagon. [b](Angles at which it lines up with the original pentagon)[/b][/b]
Number of Rotational Symmetries
Does a [b]REGULAR OCTAGON[/b] have 90° rotational symmetry?
List Rotational Symmetries
Choose the list that includes all Rotational Symmetries for a[b] Regular Octagon.[/b]
Possible Shortcut
Chris thinks he found a trick where if you divide 360 degrees (a full rotation) by the number of sides a [b]regular polygon[/b] has, you'll get the angle of rotation. [br][i]If so, find an example where this is true. [br]If not, find an example where this trick doesn't work.[/i]