Four angles share a vertex: m<1 = 32°, mL2 = 148-m<3 = 32°, and mL4 = 148°. Which angle is a vertical angie with L2? (1 point)
A vertical angle with L2 would be an angle that shares the same vertex and is opposite L2.
Since mL2 = 148°, the vertical angle with L2 would also measure 148°.
Wrong
Apologies for the mistake. Let's try to find the correct answer.
We know that vertical angles are a pair of opposite angles formed by two intersecting lines. In this case, L2 is a common vertex of four angles, and we need to find the angle that forms a vertical angle with L2.
Given that mL2 = 148° and mL3 = 32°, we can conclude that the angle that forms a vertical angle with L2 is the angle with a measure of 32°.
Therefore, the angle that is a vertical angle with L2 is angle L3 with a measurement of 32°.