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In △ABQ and △ACR,
- ∠ABQ = ∠ACR = 90° [see diagram; given that AB and AC are perpendicular to the sides PQ and PR respectively]
- AQ = AR (Given)
- AB = AC (Given)
∴ △ABQ ≅ △ACR by RHS congruence criterion.
∴ ∠AQB = ∠ARC [by c.p.c.t.]
Since an isosceles triangle has a pair of same angles, therefore △PQR becomes Isosceles.
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