In a situation where two lines (S and T) are parallel and a transversal crosses them, corresponding angles and alternate interior angles will be congruent. If one angle is labeled 22°, the other three angles that will also be 22° are:
- The corresponding angle on the other line (the angle that is in the same position relative to the transversal).
- The alternate interior angle on the same side of the transversal.
- The alternate exterior angle on the opposite side of the transversal.
For specific identification, I would need the angle numbers or positions typically involved in your situation, but generally, the angles that are considered congruent are:
- Angle 1 (corresponding)
- Angle 2 (alternate interior)
- Angle 3 (alternate exterior)
If you have specific angle numbers from a diagram, please provide them for a more precise answer. Otherwise, in general terms, the angles would be labeled accordingly based on their positions.