Find the reflection of the point $\left(2,3\right)$ in the $x‐$axis.

Use graph paper for this question.

Take $1 \mathrm{cm}=1 \mathrm{unit}$ on both $x$ and $y$ axes. Some points on the graph paper are $A\left(-4,0\right)$,$B\left(-3,2\right),C\left(0,4\right),D\left(4,1\right)$ and $E\left(7,3\right)$. Reflect the points $B,C,D$ and $E$ on the $x-$axis and name them as $B\text{'},C\text{'},D\text{'}$ and $E\text{'}$ respectively. Then join the points $A, B, C, D, E, E\text{'}, D\text{'}, C\text{'}, B\text{'}$ and $A$ in order. Name the closed figure formed.

Use graph paper for this question.

Take $1 \mathrm{cm}=1 \mathrm{unit}$ on both $x$ and $y$ axes. Some points on the graph paper are $A\left(-4,0\right)$,$B\left(-3,2\right),C\left(0,4\right),D\left(4,1\right)$ and $E\left(7,3\right)$. Reflect the points $B,C,D$ and $E$ on the $x-$axis and name them as $B\text{'},C\text{'},D\text{'}$ and $E\text{'}$ respectively. Then join the points $A, B, C, D, E, E\text{'}, D\text{'}, C\text{'}, B\text{'}$ and $A$ in order.

Use a graph sheet for this question. Take $1 cm=1$ unit along both $x$ and $y$-axis.

Plot the following points: $A(0,5), B(3,0), C(1,0) \text{and }D(1, –5)$. Reflect the points $B, C \text{and} D$ on the $y$-axis and name them as $B\text{'}, C\text{'} \text{and} D\text{'}$ respectively. Write down the coordinates of $B\text{'}, C\text{'}$ and $D\text{'}$.

Use a graph sheet for this question.

Take $1 \mathrm{cm}=1$ unit along both $x$ and $y$-axis.

$A(0,5), B(3,0), C(1,0) \text{and }D(1, –5)$

Reflect the points $B, C \text{and} D$ on the $y$-axis and name them as $B\text{'}, C\text{'} \text{and} D\text{'}$ respectively.

Use graph paper for this question.

Take $1 \mathrm{cm}=1 \mathrm{unit}$ on both $x$ and $y$ axes.

Some points on the graph paper are $A\left(-4,0\right)$,$B\left(-3,2\right),C\left(0,4\right),D\left(4,1\right)$ and $E\left(7,3\right)$. Reflect the points $B,C,D$ and $E$ on the $x-$axis and name them as $B\text{'},C\text{'},D\text{'}$ and $E\text{'}$ respectively.

Use a graph sheet for this question.

Take $1 \mathrm{cm}=1 \mathrm{unit}$ along both $x$ and $y$ axis.

Some points are $A\left(0,5\right),B\left(3,0\right),C\left(1,0\right)$ and $D\left(1,-5\right)$. The reflection of the points  $B,C$ and $D$ on $y-$axis are $B\text{'},C\text{'}$ and $D\text{'}$.

Join the points $A,B,C,D,D\text{'},C\text{'},B\text{'}A$ in order and give a name to the closed figure $ABCDD\text{'}C\text{'}B\text{'}$.

Use a graph paper for this question. (Take $1$ box$=1$ unit on both the axes) $\mathrm{S} \mathrm{and} \mathrm{R}$ have coordinates $\left(0,-3\right) \mathrm{and} \left(-1,6\right)$, respectively. $\mathrm{S}$ is invariant when reflected in an axis. Name the axis.

Using a graph paper, plot the points $A(6,4)$ and $B(0,4)$. Reflect $A$ and $B$ in the origin to get the images $A\text{'}$ and $B\text{'}$.

Using a graph paper, plot the point $\mathrm{A}(6,4)$ and  $\mathrm{B}(0,4)$. Reflect $A$ and $B$ in the origin to get the images $A\text{'}$ and $B\text{'}$. State the geometrical name for the figure $\mathrm{ABA}\text{'}\mathrm{B}\text{'}$.

Using a graph paper and taking $1 \mathrm{cm}=1 \mathrm{unit}$ along with $X$ and $Y-$axis. Plot the points $A (-4, 4)$ and $B (2, 2)$. Reflect $A$ and $B$ in the origin to get the images $A\text{'}$ and $B\text{'}$, respectively. 

If the coordinates of the image of point $\left(3, 0\right)$ under the reflection in the line $\mathrm{y}=0$ is$\left(k, 0\right)$ then find $k$.