Current location - Training Enrollment Network - Mathematics courses - Mathematical theorem of seventh grade
Mathematical theorem of seventh grade
(1) Proof: ∫∠ACB =∠PCD = 90.

∴∠ACB-∠PCB=∠PCD-∠PCB,

That is ∠ACP=∠BCD,

CA = CB,CP=CD,

∴δcap≌δcbd(sas),

(2) From the complete equation: BD=PA=3,

In rt δ PCD, PC=CD=2,

∴∠CPD=45,PD=√2CD=2√2,

∴PB^2+PD^2=9=BD^2,

∴∠BPD=90,

∴∠BPC= 135 .