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Given : AB is a diameter
C is the centre
To prove : CP = CQ
Proof : In triangle PTC and triangle QTC
: CT = CT ( common side )
: angle PTC = angle QTC
( each 90°)
: PT = TQ
( Line perpendicular from the centre bisect the chord )
: triangle PTC congruent to triangle QTC
: CP = CQ ( by CPCT )
Step-by-step explanation:
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