The triangle $OAB$ is reflected in the origin $O$ to triangle $OA\text{'}B\text{'}$. $A\text{'}$ and $B\text{'}$ have coordinates $\left(-3, -4\right)$ and $\left(0, -5\right)$ respectively. 

(i) Find the co-ordinates of $A$and $B.$

(ii) Draw a diagram to represent the given information. 

(iii) What kind of figure is the quadrilateral $ABA\text{'}B\text{'}?$

(iv) Find the coordinates of $A",$the reflection of A in the origin followed by reflection in the y-axis.

(v) Find the co-ordinates of $B\text{'},$ the reflection of $B$ in the $x-$axis followed by reflection in the origin.

Find the coordinates of the image of the following point under reflection in the $x$-axis: 

$\left(2,-5\right)$

Find the coordinates of the image of the following point under reflection in the $x$-axis: 

$\left(-\frac{3}{2},-\frac{1}{2}\right)$

Find the coordinates of the image of the following point under reflection in the $x$-axis: 

$\left(-7,0\right)$

Find the coordinate of the image of the following point under reflection in the $y$-axis: 

$\left(2,-5\right)$

Find the coordinate of the image of the following point under reflection in the $y$-axis: 

$\left(-\frac{3}{2},\frac{1}{2}\right)$

Find the coordinates of the image of the following point under reflection in the origin: 

$\left(2, -5\right)$

Find the coordinates of the image of the following point under reflection in the origin: 

$\left(-\frac{3}{2},-\frac{1}{2}\right)$