which of the following are a set of corresponding angles
<1 and <5
<7 and <10
<3 and <10
<2 and <6
The set of corresponding angles is <3 and <10.
The set of corresponding angles are:
<1 and <5
To determine which of the following pairs are corresponding angles, we need to understand what corresponding angles are. Corresponding angles are pairs of angles that are located in similar positions at the intersections of two lines and are formed when a transversal (a line that intersects two parallel lines) cuts across them.
To check if two angles are corresponding angles, we need to identify whether their positions at the intersection are similar, meaning they are on the same side of the transversal and in relation to the parallel lines.
Here are the pairs of angles mentioned in the question:
<1 and <5
<7 and <10
<3 and <10
<2 and <6
To determine if they are corresponding angles:
- Compare <1 and <5: If they are on the same side of the transversal and in relation to the parallel lines, they are corresponding angles.
- Repeat this comparison for each pair.
Based on this information, the only pair that consists of corresponding angles is <3 and <10.