Parallel Lines Cut by a Transversal

In the diagram shown, lines a and b are parallel lines with transversal t intersecting them.

$$\angle1$$ and $$\angle5$$ are​ (a)   angles because:

$$\angle1$$ is an ​ ​ (b)   angle and $$\angle5$$ is an ​ (c)   angle.

$$\angle1\ and\ \angle5$$ are ​ (d)   of the transversal.

$$\angle1\ and\ \angle5$$ are ​ not next to each other.

In the diagram shown, lines a and b are parallel lines with transversal t intersecting them.

$$\angle4$$ and $$\angle8$$ are​ (a)   angles because:

$$\angle4$$ is an ​ (b)   angle and $$\angle8$$ is an ​ (c)   angle.

$$\angle4\ and\ \angle8$$ are ​ (d)   of the transversal.

$$\angle4\ and\ \angle8$$ are ​ not next to each other.

In the diagram shown, lines a and b are parallel lines with transversal t intersecting them.

$$\angle2$$ and $$\angle6$$ are​ (a)   angles because:

$$\angle2$$ is an ​ ​ (b)   angle and $$\angle6$$ is an ​ (c)   angle.

$$\angle2\ and\ \angle6$$ are ​ (d)   of the transversal.

$$\angle2\ and\ \angle6$$ are ​ not next to each other.

In the diagram shown, lines a and b are parallel lines with transversal t intersecting them.

$$\angle3$$ and $$\angle7$$ are​ (a)   angles because:

$$\angle3$$ is an ​ (b)   angle and $$\angle7$$ is an ​ (c)   angle.

$$\angle3\ and\ \angle7$$ are ​ (d)   of the transversal.

$$\angle3\ and\ \angle7$$ are ​ not next to each other.

In the diagram shown, lines a and b are parallel lines with transversal t intersecting them.

$$\angle4$$ and $$\angle6$$ are​ (a)   angles because:

$$\angle4\ and\ \angle6$$ are both ​ ​ (b)   angles.

$$\angle4\ and\ \angle6$$ are ​ (c)   of the transversal.

$$\angle4\ and\ \angle6$$ are ​ not next to each other.

In the diagram shown, lines a and b are parallel lines with transversal t intersecting them.

$$\angle2$$ and $$\angle8$$ are​ (a)   angles because:

$$\angle2\ and\ \angle8$$ are both ​ (b)   angles.

$$\angle2\ and\ \angle8$$ are ​ (c)   of the transversal.

$$\angle2\ and\ \angle8$$ are ​ not next to each other.

In the diagram shown, lines a and b are parallel lines with transversal t intersecting them.

$$\angle1$$ and $$\angle7$$ are​ (a)   angles because:

$$\angle1\ and\ \angle7$$ are both ​ ​ (b)   angles.

$$\angle1\ and\ \angle7$$ are ​ (c)   of the transversal.

$$\angle1\ and\ \angle7$$ are ​ not next to each other.

In the diagram shown, lines a and b are parallel lines with transversal t intersecting them.

$$\angle3$$ and $$\angle5$$ are​ (a)   angles because:

$$\angle3\ and\ \angle5$$ are both ​ ​ (b)   angles.

$$\angle3\ and\ \angle5$$ are ​ (c)   of the transversal.

$$\angle3\ and\ \angle5$$ are ​ not next to each other.

Label each angle with their measure.

Label each angle in the diagram with its measure.