Answer:
6,7,8
Explanation:
If m<5 = x°, then the measure of angle 5 is x°. We are looking for angles that have a measure of 180 - x°.
To find these angles, we subtract x° from 180° because the sum of the measures of an angle and its supplementary angle is always 180°.
Therefore, the angles that have a measure of 180 - x° are:
1. Angle 6: The supplementary angle of angle 5, so its measure is 180 - x°.
2. Angle 7: If angle 5 is adjacent to angle 7 and they form a straight line, then angle 7 is also supplementary to angle 5, and its measure is 180 - x°.
3. Angle 8: If angle 5 and angle 8 form a linear pair, then angle 8 is also supplementary to angle 5, and its measure is 180 - x°.
These are the angles that have a measure of 180 - x° based on the given information.