Answer:
m∠C = 115°
Explanation:
DE≈DF
ΔDEF is an isosceles triangle ∴ m∠DEF = m∠DFE = 1/2 (180-50) = 65
∴ m∠DFB = 180 -65 = 115
∵ DCBF is a parallelogram m∠DFB = m∠DCB = 115°
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