Answer :
Angle 8 and angle 4 are corresponding angles.
The parallel vertical lines can be thought of as train tracks. Angle 8 and angle 4 are both on the left side of their adjacent train track line. They are also on the bottom side of the transversal cut. This is why they are corresponding angles.
Since the only options are "same side interior angles" and "none of these", the answer is "none of these".
The parallel vertical lines can be thought of as train tracks. Angle 8 and angle 4 are both on the left side of their adjacent train track line. They are also on the bottom side of the transversal cut. This is why they are corresponding angles.
Since the only options are "same side interior angles" and "none of these", the answer is "none of these".
Answer:
A)corresponding angles
Step-by-step explanation:
When two lines are intersected by a transversal line then the non adjacent angles in the matching corners are known as pair of Corresponding Angles.
In the given figure angle 8 and angle 4 are the two non adjacent angles in the matching corners, which we called as a pair of Corresponding Angles. {By definition}
means that they never crossover and that they are parallel lines.
Therefore, angle 8 and angle 4 are related by corresponding angles.
