In the adjoining figure, the point $B$ is the reflection of point $A$ in the reflecting line $m$ then the image of point $B$ is the point  .

In the adjoining figure $AD$ is the axis of symmetry and $ABCDEF$  is a regular hexagon. Find the mirror images of the points $A,B,C,D,E$ and $F$.

In the adjoining figure $AD$ is the axis of symmetry and $ABCDEF$  is a regular hexagon. Find the mirror images of the line segments  $BC, AF$ and $CD$.

In the following figure, $l$ is the axis of reflection symmetry (mirror line). Identify the image of $AB$.

In the adjoining figure, $l$ and  $m$ are two axes of reflection symmetry. Find the mirror images of  $A$ and  $B$ in the line $l$.

In the adjoining figure, $l$ and $m$ are two axes of reflection symmetry. Find the mirror images of $A$ and $B$ in the line $m.$

In the following figure, $AB$ and $EF$ are the reflections of each other. Identify the mirror line.

In the following figure, $∆$$ABC$and its reflection$∆$ $XYZ$are given. Identify the line of reflection symmetry.

The diameter of a circle is the largest chord.