Angle made by 2 Parallel Lines and Transversal

Q.

A transversal intersects two or more than two lines at _________ points.

Q. Identify the correct linear pair angles made by the transversal line with the two parallel lines.

1. $\angle APE$ and $\angle EPB$
2. $\angle APF$ and $\angle COF$
3. $\angle COF$ and $\angle COE$
4. $\angle FOD$ and $\angle COD$

Q. Identify the angles corresponding to the same transversal line for the given square.

1. $\angle DAB$ and $\angle CBA$
2. $\angle DAB$ and $\angle DCB$
3. $\angle DAB$ and $\angle CDA$
4. $\angle ABC$ and $\angle DCB$

Q. At least number of unparallel straight lines are required to form a transversal.

Q. For the diagram given below, choose the correct pair of corresponding angles.

1. $\angle 1$
2. $\angle 2$
3. $\angle 3$
4. $\angle 4$
5. $\angle 5$
6. $\angle 6$
7. $\angle 7$
8. $\angle 8$

Q.
For the diagram shown above, the total number of linear pairs is.

1. $8$
2. $6$
3. $4$

Q.
For the diagram above, $\angle 2\&$ are vertical angles while $\angle 7\&$ are corresponding angles.

1. $\angle 4$
2. $\angle 3$
3. $\angle 6$
4. $\angle 8$

Q. For the diagram given below, $\angle 6$ and $\angle 8$ are vertical angles.

1. True
2. False

Q. Fill in the blanks with the name of the transversals.

In the given parallelogram, the angles {∠BAD, ∠CDA} and {∠ABC, ∠DCB} corresponds to the transversal line and , respectively.
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Q. How many angles are formed when a transversal cuts two parallel lines?

Q. How many pairs of corresponding angles are formed in the given figure?