Rotational Symmetry Terra AltaEast Preston School Rotational Symmetry

Rotational Symmetry Terra Alta/East Preston School

Rotational Symmetry If, when you rotate a shape, it looks exactly the same as it did in its original position, then we say that the shape has rotational symmetry. This square has rotational symmetry. It looks exactly the same four times in a full turn. It has rotational symmetry order 4.

Rotational Symmetry Does this have rotational symmetry? No. Yes! No Yes! Click to rotate the rectangle. It looks exactly the same twice in a full turn. It has rotational symmetry order 2.

Rotational Symmetry in the Alphabet Which letters have rotational symmetry? Click to see the answers. A B C D E F G H I J K L M N O P Q R S T U V W X Y Z Order 2 Order 2

Rotational Symmetry all around us Which road signs have rotational symmetry? Click to see the answers.

Rotational Symmetry all around us Click to see the road signs with rotational symmetry. Order 3 Order 2

Rotational Symmetry all around us Click to see more road signs with rotational symmetry. Order 4 Order 3 Order 2

Rotational Symmetry all around us Click to see more road signs with rotational symmetry. Order 3 Order 2

Rotational Symmetry with Pentominoes If you don’t know what a pentomino is, then click here. If you have done the pentominoes activity before, then you will know what a pentomino is and how many different pentominoes there are. Here they are. . .

Rotational Symmetry with Pentominoes Which Pentominoes have rotational symmetry? Sort them according to their rotational symmetry.

Rotational Symmetry with Pentominoes Rotational Symmetry Order 2 Rotational Symmetry Order 4 Click to start sorting

Rotational Symmetry with 7 -Pin Polygons If you don’t know what a 7 -pin polygon is, then click here. If you have done the 7 -pin polygons activity before, then you will know what a 7 -pin polygon is and how many different ones there are. Here they are. . .

Rotational Symmetry with 7 -Pin Polygons Which 7 -Pin Polygons have rotational symmetry? Sort them according to their rotational symmetry.

Rotational Symmetry with 7 -Pin Polygons Rotational Symmetry Order 2 Rotational Symmetry Order 3 Click to start sorting Rotational Symmetry Order 6

Now you know all about rotational symmetry! END OF PRESENTATION

Pentominoes A pentomino is made out of five squares that are connected along at least one edge. Here is an example of a pentomino. These are NOT pentominoes. How many different pentominoes can you find? Click here to return to line symmetry.

7 -Pin Polygons Here is an arrangement of 7 pins. A 7 -pin polygon is a closed shape with straight sides with corners on the pins. Here are some examples of 7 -pin polygons. How many different 7 -pin polygons can you find? Click here to return to line symmetry.

END OF PRESENTATION