To find the angle that is an alternate interior angle to angle 5, we need to consider the positions of the angles formed by the transversal and the parallel lines M and N.
The alternate interior angles are located between the two parallel lines and are on opposite sides of the transversal.
In your description:
- Angle 5 is on line N.
- The alternate interior angle to angle 5 would be the angle that is on line M, located opposite angle 5 with respect to the transversal.
Since angle 5 is in the upper left quadrant (at the intersection of line N and the transversal), the corresponding interior angle that is on line M in the lower right quadrant is angle 3.
Thus, the angle that is an alternate interior angle to angle 5 is angle 3.