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Step-by-step explanation:
angle 1 = angle 2
therefore PS = PT (Side opposite to equal angle are equal) - [1]
Triangle NSQ and MTR are congruent
Therefore SQ = RT (Cpct) - [2]
Divide equation 1 and 2
We get PS/SQ = PT / RT
Therefore by converse of BPT
ST || QR
Angle PST = Angle SQR ( corresponding angles)
Angle PTS = Angle TRQ (Corresponding angles)
In triangle PTS and triangle PRQ
Angle PST = Angle PQR ( proved above)
Angle PTS = Angle PRQ
Triangle PTS ~ triangle SQR ( AA)
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