Question

In the given figure, ‘Q’ is the midpoint of BC. QP and QR are perpendiculars to AB and AC respectively. Also, AB = AC. Prove that: i) ∆ ABQ ≅ ∆ ACQ ii) ∠ABQ = ∠ACQ Iii) ∆ PBQ ≅ ∆ RCQ iv) BP = CR v) QP = QR

Answer 1

uhh where is the figure??