Corresponding Angles of Parallel Lines and Its Transversal

Q.

Consider the following figure.

It is given that $\stackrel{⟷}{PB}$ and $\stackrel{⟷}{RC}$ are parallel lines. Find x

1. 125°

2. 55°

3. 35°

4. 90°

Q. Are these lines parallel?

1. Yes - the angles add up to 180
2. Yes - the corresponding angles are congruent
3. No - the angles are not equal.
4. No - there is no tick marks

Q. Find the value of x in the following figure if $l||manda||b$.

1. ${40}^{\circ }$
2. ${120}^{\circ }$
3. ${80}^{\circ }$
4. ${100}^{\circ }$

Q.

Write the pairs of corresponding angles from the adjoining figure.

Q. If an angle measures ${70}^{\circ }$, then its corresponding angle will measure

1. 70${}^{\circ }$
2. 110${}^{\circ }$
3. 180${}^{\circ }$

Q. If an angle measures ${70}^{\circ }$, then its corresponding angle will measure

1. 70${}^{\circ }$
2. 110${}^{\circ }$
3. 180${}^{\circ }$

Q.

The lines $\stackrel{⟷}{XW}$ and $\stackrel{⟷}{YZ}$ are parallel, find the measure of angle $\angle DCW$.

1. 100°

2. 80°

3. None of the above

4. 72°

Q. Find the measure of $\angle 1$.

1. 62${}^{\circ }$
2. 112${}^{\circ }$
3. 42${}^{\circ }$
4. 82${}^{\circ }$

Q. In figure, if $l\parallel m$, then the value of $x$ is:

1. ${30}^o$
2. ${50}^o$
3. ${45}^o$
4. ${60}^o$

Q. If an angle measures ${70}^{\circ }$, then its corresponding angle will measure

1. 70${}^{\circ }$
2. 180${}^{\circ }$
3. 110${}^{\circ }$