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Answer:
∠RQT = 110°
∠RTQ = 45°
Step-by-step explanation:
∠RSP = 180° - (angle subtended by PT on arc PT opposite S)
= 180° - (1/2) ∠POT
= 180° - (1/2) × 140°
= 180° - 70°
= 110°
Triangle RPS and RTQ are similar. [ RQ.RP = RT.RS by power of the point R ]
Therefore:
∠RQT = ∠RSP = 110°
∠RTQ = ∠RPS = 45°
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