Starter 6 Original 4 12 2 x Original

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Starter 6 Original 4 12 2 x Original 1 4 3 x Original 6

Starter 6 Original 4 12 2 x Original 1 4 3 x Original 6 90 2 16 36 8 15 10 12 2 40 5 10 4 3

Enlargement Aim: To enlarge shapes from a given centre of enlargement and scale factor.

Enlargement Aim: To enlarge shapes from a given centre of enlargement and scale factor. And we increase its size by a factor of two. We have our original photo.

8 7 Enlarge the green rectangle by a factor of 2 from the given

8 7 Enlarge the green rectangle by a factor of 2 from the given centre of enlargement. 6 This 5 measurementis unit. now 2 becomes 4 4 units. 3 2 Centre of 1 enlargement -2 This measurement is 3 becomes units. This measurement now 6 units. 0 -1 1 2 our 3 measurements 4 5 6 7 8 9 10 Now we multiply First we measure the distance -1 by the scale factor. . from centre of enlargement to each corner of shape. -2

Steps for enlargement: 1: Measure distance from centre of enlargement to corners of shape.

Steps for enlargement: 1: Measure distance from centre of enlargement to corners of shape. 2: Multiply the distances by the scale factor. 3: Use these calculations to find the corners of the enlarged shape. 4: Join points to give the enlarged shape.

Enlarge the blue square by a factor of 2 from the given centre of

Enlarge the blue square by a factor of 2 from the given centre of enlargement. Centre of enlargement

Plenary How do we find the centre of enlargement for this pair of shapes?

Plenary How do we find the centre of enlargement for this pair of shapes? A 18 units Draw lines joining the corners of the shape, and continuing till they cross. What is the scale of enlargement for this shape A to B? B A 6 units Divide the large measurement by the smaller measurement to give 18 ÷ 6 = 3 A 18 units A 6 units