Transversal Line

In the given figure, $AB\parallel CD$ and $CD\parallel EF$, also $EA\perp AB$. If $\angle BEF=55°$, find the value of $x, y$ and $z$.

In the given figure, if $PQ\left|\right|RS, \angle MXQ=135°$ and $\angle MYR=40°$ then find the measure of $\angle XMY$ in degree.

Find the values of $x, y, z$ and $a, b, c$ from the given figure.

What is Transversal Line?

Find the value of $x$. (Give the value without degree symbol).

Choose the pair of parallel lines in the following.

If two lines never meet, these lines are called _____ lines.

In the figure given below, state the interior angles formed by the transversals on the parallel lines:

In the figure given below, state the interior angles formed by the transversal lines on the parallel lines.

Find the measure of ∠QRS in the given diagram, while PQ || RS.

If a transversal intersects two parallel lines, then check if the given statement is correct or not:

The corresponding angles are supplementary to each other.

In the given diagrams, two lines l and m are intersected by a transversal line $t$. The measures of some angles are provided. Determine if $l$ and $m$ are parallel. If they are parallel, provide the reason, and if they are not parallel, provide the reason for that as well.

Look at the picture below and answer.

Name the pairs of alternate angles.

Fill in the blanks by looking at the following picture.

$\angle 3$and $\angle K$ are angles of one side of the transversal line. The value of $K$ is _____.

Fill in the blanks by looking at the following picture.

 $\angle 2$ and$\angle K$ are interior angles on the same side of the transversal. The value of $K$ is _____.

Fill in the blanks by looking at the following picture.

$\angle 2$and $\angle K$ are corresponding angles. The value of $K$ is _____

Fill in the blanks by looking at the following picture.  

$\angle 2$and$\angle \mathrm{K}$are alternate angles.The value of $K$ is _____

In the given figure, $\overline{CD}\parallel \overline{EF}$. The alternate interior angle to $\angle CMN$ is $\angle$______. $\left(MNF/AMD/ENB\right)$