∵∠A=80
∴∠ABC+∠ACB=180-∠A=180-80=100
∵BF平分∠ABC
∴∠CBF=∠ABC/2
∵CE平分∠ACB
∴∠BCE=∠ACB/2
∴∠BDC=180-(∠CBF+∠BCE)
=180-(∠ABC+∠ACB)/2
=180-100/2
=130°
∵∠A=80
∴∠ABC+∠ACB=180-∠A=180-80=100
∵BF平分∠ABC
∴∠CBF=∠ABC/2
∵CE平分∠ACB
∴∠BCE=∠ACB/2
∴∠BDC=180-(∠CBF+∠BCE)
=180-(∠ABC+∠ACB)/2
=180-100/2
=130°