(a)[2]
Describe fully the single transformation that takes shape $A$ to shape $B$.
(b)[1]
Reflect shape $A$ across the $x$-axis.
(c)[2]
Enlarge shape $A$ by scale factor $2$, centre $(5,4)$.
(d(i))[2]
The transformation $P$ is shown by the matrix $\begin{pmatrix}0 & -1\\1 & 0\end{pmatrix}$. $P$ sends shape $A$ onto shape $C$. Draw and label shape $C$.
(d(ii))[3]
Describe fully the single transformation that takes shape $A$ onto shape $C$.
(d(iii))[1]
Find the matrix that represents the transformation taking shape $C$ onto shape $A$.