由∠A =60°,∠ABC+∠ACB =120°
由BD.CD分别平分∠ABC和∠ACB得∠DBC+∠DCB =1/2*∠ABC+1/2*∠ACB=1/2*(∠ABC+∠ACB )=60°
所以∠BDC=180°-(∠DBC+∠DCB)=180°-60°=120°
由∠A =60°,∠ABC+∠ACB =120°
由BD.CD分别平分∠ABC和∠ACB得∠DBC+∠DCB =1/2*∠ABC+1/2*∠ACB=1/2*(∠ABC+∠ACB )=60°
所以∠BDC=180°-(∠DBC+∠DCB)=180°-60°=120°