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Answer:
angle GFC = 92°, angle FCD = 88°
Step-by-step explanation:
as, AB//FG
then, angle FAB + angle AFG = 180° (co-interior)
128° + angle AFG = 180°
so, angle AFG = 180° - 128° = 52°
NOW,
angle GFC + angle AFG = angle AFC
angle GFC + 52° = 144°
angle GFC = 92°
NOW,
angle FCD + angle GFC = 180°
angle FCD + 92° = 180°
angle FCD = 180° - 92°
angle FCD = 88°
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