Answer:
284°
Explanation:
Given:
A circle
F - centre
∠YFM, ∠MFP, ∠PFD, ∠DFG, ∠GFY are central angles (the central angles are equal to the arc on which they rest)
∠YFG = ∠MFP = 76° (cross angles)
A whole circle forms an angle of 360°
arc PGM = 360° - arc PM
arc PGM = 360° - 76° = 284°