连接A、C,易证AC⊥EF
所以∠ACF+∠EFC=90°
而∠EFC+∠AFD=180°-60°=120°
所以∠D=∠AFD=∠ACF+30°
∠DAC+∠ACF+∠D=∠ACF+∠ACF+∠ACF+30°=180°
∠ACF=50°
∠C=2∠ACF=100°
连接A、C,易证AC⊥EF
所以∠ACF+∠EFC=90°
而∠EFC+∠AFD=180°-60°=120°
所以∠D=∠AFD=∠ACF+30°
∠DAC+∠ACF+∠D=∠ACF+∠ACF+∠ACF+30°=180°
∠ACF=50°
∠C=2∠ACF=100°