In the figure, line $n$ is a transversal to lines $l$ and $m$. Identify the following.

 

Angles alternate to $\angle d$ and $\angle g$ and angles corresponding to angles $\angle f$ and $\angle h$ in Figure.

In Figure, $AB$ and $CD$ are parallel lines intersected by a transversal $PQ$ at $L$ and $M$ respectively. If $\angle CMQ=60°$, find all other angles in the figure.

In Figure, $AB$ and $CD$ are parallel lines intersected by a transversal $PQ$ at $L$ and $M$ respectively. If $\angle LMD=35°$ find $\angle ALM$ and $\angle PLA$.

The line $n$ is transversal to line $l$ and $m$ in Figure. Identify the angle alternate to $\angle 13$, angle corresponding to$\angle 15$ and angle alternate to$\angle 15$.

In Figure, line $l\parallel m$ and $n$ is a transversal. If$\angle 1=40°$, find all the angles and check that all corresponding angles and alternate angles are equal.

In Figure, line $l\parallel m$ and a transversal $n$ cuts them at $P$ and $Q$ respectively. If $\angle 1=75°$, find all other angles.

In Figure, $AB\parallel CD$ and a transversal $PQ$ cuts them at $L$ and $M$ respectively. If $\angle QMD=100°$, find all other angles.