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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:
1. The corresponding angle on the other line (the angle that is in the same position relative to the transversal).
2. The alternate interior angle on the same side of the transversal.
3. 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.