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Similarity in shapes

Lesson 9 / 18

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I can recognise that similar shapes have sides in proportion to each other but angle sizes are preserved.

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Two shapes are not similar if there is a pair of lengths with a different multiplicative relationship. Similar shapes are not always easy to spot visually. A ratio table can help you find the scalar and functional multipliers in similar shapes. The angle sizes do not change.

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This content is by Cashar and published under an open licence.