(a(i)) Describe fully the transformation P onto Q. [3]

(a(ii)) Describe fully the transformation Q onto R. [3]

(a(iii)) Describe fully the transformation R onto P. [3]

(b(i)) Draw P translated by \(\begin{pmatrix}-4\\-5\end{pmatrix}\). [2]

(b(ii)) Draw P reflected in x = −1. [2]

(c(i)) Draw P stretched by factor 2 with the y-axis invariant. [2]

(c(ii)) Give the stretch matrix. [2]