Final Answer:
If m22 = 78°, following angles also measure 78°, a) 23°, d) 26°, f) 28°
Therefore, correct answer is a) 23°, d) 26°, f) 28°
Step-by-step explanation:
If
°, then the corresponding angles, which are angles that share the same position relative to the transversal, will also measure 78°. The angles that share the same position are angles 23, 26, and 28. Therefore, angles 23°, 26°, and 28° will also measure 78°.
It's important to note that angles 24°, 25°, and 27° are not corresponding angles to angle 22, so they do not necessarily have the same measure.
Therefore, correct answer is a) 23°, d) 26°, f) 28°