6 The linear transformation $\left(\begin{array}{1}x^{\prime} \ y^{\prime} \end{array} ight)=\left(\begin{array}{11}-3 & 1 1 -1 & 4\end{array} ight)\left(\begin{array}{1}x y\end{array} ight)+\left(\begin{array}{c}-1\2\end{array} ight) $ maps the points $(x, y)$ to $\left(x^{\prime), y^{\prime} ight)$. Find a the coordinates of the image of $(-3,5)$ b the coordinates of the point who image is $(-7,0$ c the coordinates of the image of $(a, 2 a) $ where $a lin \mathbb{R}$. CS. JG. 102