R K Bansal Solutions for Chapter: Symmetry (Including Reflection and Rotation), Exercise 2: EXERCISE 17(B)

A point $A\left(-5, 4\right)$ is reflected in $y$-axis to point $B$. The point $B$ is further reflected in origin to point $C$. Find: the co-ordinates of $B$.

A point $A\left(-5, 4\right)$ is reflected in $y$-axis to point $B$. The point $B$ is further reflected in origin to point $C$. Find: the co-ordinates of $C$.

A point $A\left(-5, 4\right)$ is reflected in $y$-axis to point $B$. The point $B$ is further reflected in origin to point $C$. Find: the image of $A\left(-5, 4\right)$ in $x$-axis.

The point $P\left(3, -8\right)$ is reflected in origin to point $Q$. The point $Q$ is further reflected in $x$-axis to point $R$. Find: the co-ordinates of $Q$.

The point $P\left(3, -8\right)$ is reflected in origin to point $Q$. The point $Q$ is further reflected in $x$-axis to point $R$. Find: the co-ordinates of $R$.

The point $P\left(3, -8\right)$ is reflected in origin to point $Q$. The point $Q$ is further reflected in $x$-axis to point $R$. Find: the image of $P\left(3, -8\right)$ in $y$-axis.

Each of the points $A\left(3, 0\right), B\left(7, 0\right), C\left(-8, 0\right), D\left(-7, 0\right)$ and $E\left(0, 0\right)$ is reflected in $x$-axis to points $A^{\text{'}}, B^{\text{'}}, C^{\text{'}}, D^{\text{'}}$ and $E^{\text{'}}$ respectively. Write the co-ordinates of each of the image points $A^{\text{'}}, B^{\text{'}}, C^{\text{'}}, D^{\text{'}}$ and $E^{\text{'}}$.

Each of the points $A\left(0, 4\right), B\left(0, 10\right), C\left(0, -4\right), D\left(0,-6\right)$ and $E\left(0, 0\right)$ is reflected in $y$-axis to points $A^{\text{'}}, B^{\text{'}}, C^{\text{'}}, D^{\text{'}}$ and $E^{\text{'}}$ respectively. Write the co-ordinates of each of the image points $A^{\text{'}}, B^{\text{'}} ,C^{\text{'}}, D^{\text{'}}$ and $E^{\text{'}}$.