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Rotation © T Madas.

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Presentation on theme: "Rotation © T Madas."— Presentation transcript:

1 Rotation © T Madas

2 What is the meaning of Rotation?
Rotate the rectangle: 90° Clockwise About C O c Centre of Rotation I Rotation is a Transformation © T Madas

3 What is the meaning of Rotation?
Rotate the triangle: 90° Anti-clockwise About C O I c Rotation produces congruent shapes © T Madas

4 Formal Rotation © T Madas

5 How do we rotate a shape in general?
Rotate this shape: 60° Anti-clockwise About C I O 60° c © T Madas

6 How do we rotate a shape in general?
Rotate this shape: 60° Anti-clockwise About C I O 60° c © T Madas

7 Rotate this shape: 90° Anti-clockwise About P P © T Madas

8 Rotate this shape: 90° Anti-clockwise About P P © T Madas

9 © T Madas

10 P Rotate this shape: 60° Clockwise About P 90 10 20 30 40 180 170 160
160 30 150 40 140 50 130 60 120 70 110 80 100 90 P © T Madas

11 P Rotate this shape: 60° Clockwise About P 90 10 180 20 170 160 30 150
160 30 150 40 140 50 130 60 120 70 110 80 100 90 P © T Madas

12 P Rotate this shape: 60° Clockwise About P 90 10 180 170 20 160 30 150
160 30 150 40 140 50 130 60 120 70 110 80 100 90 P © T Madas

13 Rotate this shape: 60° Clockwise About P P © T Madas

14 Rotate this shape: 60° Clockwise About P P © T Madas

15 Finding the Centre of Rotation
© T Madas

16 Why does it work? The shapes below have been produced by rotation.
Find the centre of rotation Why does it work? © T Madas

17 The shapes below have been produced by rotation.
Find the centre of rotation © T Madas

18 The shapes below have been produced by rotation.
Find the centre of rotation © T Madas

19 The shapes below have been produced by rotation.
Find the centre of rotation © T Madas

20 © T Madas


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