Describe fully the single transformation that maps
shape \(A\) onto shape \(B\)[2]
shape \(A\) onto shape \(C\).[3]
On the grid, draw the image of shape \(A\) after a reflection in the line \(x=-2\).[2]
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Answer:(a)(i) Translation by \(\begin{pmatrix}8\\-3\end{pmatrix}\). (ii) Rotation \(90^\circ\) anticlockwise, centre \((0,0)\). (b) Vertices \((0,5),(0,6),(2,6),(2,2),(1,2),(1,5)\).