(a)[1]
State the mathematical name of the shaded quadrilateral on the grid.
(b)[3]
Give a full description of the single transformation that takes the shaded quadrilateral to quadrilateral A.
(c)[3]
Complete the statement using a fraction in simplest form. The area of quadrilateral A is ................. of the area of the shaded quadrilateral.
(d)[6]
On the grid, plot the image of shape A after (i) a translation by the vector $\begin{pmatrix}-4\\7\end{pmatrix}$, (ii) a rotation of $180^\circ$ about the origin, (iii) a reflection in the line $x = 2$.