1、②∠P=∠PCD-∠PBD=1/2×∠ACD-1/2×∠ABC=1/2×(∠ACD-∠ABC)=1/2×∠A
③∠PBC+∠PCB=1/2×∠BCE+1/2×∠CBD=1/2×(∠BCE+∠CBD)=1/2×(180°-∠ACB+180°-∠ABC)=1/2×【360°-(180°-∠A)】=1/2×(180°+∠A)=90°+1/2×∠A
故∠P=180°-(∠PBC+∠PCB)=180°-(90°+1/2×∠A)=90°-1/2×∠A
1、②∠P=∠PCD-∠PBD=1/2×∠ACD-1/2×∠ABC=1/2×(∠ACD-∠ABC)=1/2×∠A
③∠PBC+∠PCB=1/2×∠BCE+1/2×∠CBD=1/2×(∠BCE+∠CBD)=1/2×(180°-∠ACB+180°-∠ABC)=1/2×【360°-(180°-∠A)】=1/2×(180°+∠A)=90°+1/2×∠A
故∠P=180°-(∠PBC+∠PCB)=180°-(90°+1/2×∠A)=90°-1/2×∠A