Spot lines of symmetry and rotational symmetry in KS3 shapes. Fold, flip, and turn figures to check matches, then use symmetry in patterns and problem solving.
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You can find more about this topic by visiting BBC Bitesize - Symmetry
One horizontal, one vertical and two diagonal lines
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One from each of its three angles
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A rectangle can be rotated about its centre into two positions and look exactly like the original rectangle. This is rotational symmetry
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H has two, M and T have one, S has none
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As two of its sides are of equal length then isosceles tringles have one line of symmetry
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Though you can't 'cut' a parallelogram into two reflective parts, you can rotate it to 'fit' in two positions
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Kites will only cover the same place in one position. If you rotate them less than 360o they will no longer fit the gap
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In fact it has two. You can draw a line vertically and another horizontally to see them more clearly
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Three of the planes run parallel to the faces of the cube, and the other six run diagonally from one edge to its opposite
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Think of two halves, separated by a vertical line running down the centre of the plane from nose to tail
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