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In ΔAPC & ΔAQB
= AC = AB { Given }
= ∠A = ∠A { Common }
= AP = AQ { Given }
∴ By SAS, ΔAPC ≅ ΔAQB
∴ PC = QB { CPCT }
HENCE PROVED.
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Triangle APC and Triangle AOB
AC=AB (Given)
Angle A=Angle A (Common)
Ap= AQ (Given)
Triangle APC = Triangle AQB (S.A.S.)
:.PC =QB
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