Using Midpoint Circle algorithm draw a circle centered at origin with radius $9.(3$ Marks$)$

Draw an ellipse with $rx=10$ and $ry=14$ for region $1$ using Midpoint ellipse algorithm.

$(2$ marks$)$

Find the transformed coordinates $A^{\text{'}},B^{\text{'}}$ and $C^{\text{'}}$ for triangle ABC where $A=(1,1),B=(3,4)$ and $C=(1,3),$ perform two dimensional transformations given below:

$.(3$ marks$)$

i$.$ Translate with translation distances $tx=5$ and $ty=4$

ii$.$ Scale with scaling factors $sx=3$ and $sy=2\mathrm{.}5?$

iii. Rotate with angle