Two intersecting lines create four angles, numbered 1, 2, 3, and 4, where 4 is adjacent to 1 and 3, and m/2 = 110°. Which other angle has a measure that is also equal to 110°? (1 point)
In the given scenario, we have two intersecting lines which create four angles.
Angle 1 is adjacent to angles 4 and 3.
Angle 2 is adjacent to angles 3 and 4.
Angle 3 is adjacent to angles 1 and 2.
Angle 4 is adjacent to angles 1 and 2.
We are also given that the measure of angle m/2 is 110°.
Since angle m/2 is the same as angle 3, we can conclude that the measure of angle 3 is also equal to 110°.
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Apologies for the mistake. Allow me to correct it.
Since angle 4 is adjacent to angles 1 and 3, we can say that angle 4 is supplementary to angle 1. This means that the measure of angle 4 is equal to 180° - the measure of angle 1.
We are also given that the measure of angle m/2 (angle 3) is 110°.
Since angle 4 is supplementary to angle 1, and angle 4 is adjacent to angle 3, we can say that the measure of angle 4 is also equal to 110°.