In given figure, EB⊥AC, BG⊥AE and CF⊥AE Prove that: (i) ΔABG∼ΔDCB (ii) BCBD=BEBA

In given figure, EB⊥AC, BG⊥AE and CF⊥AE Prove that: (i) ΔABG�

1.	In given figure, EB⊥AC, BG⊥AE and CF⊥AE Prove that: (i) ΔABG∼ΔDCB (ii) BCBD=BEBA
Answer» In given figure, $E B ⊥ A C, B G ⊥ A E$ and $C F ⊥ A E$ Prove that: (i) $Δ A B G \sim Δ D C B$ (ii) $\frac{B C}{B D} = \frac{B E}{B A}$