Consider a circle with centre at C. Let OP, OQ denote respectively the tangents to the circle drawn from a point O outside the circle. Let R be a point on OP and S be a point on OQ such that OR×SQ = OS×RP. Which of the following statements is/are correct
- If X is the circle with centre at O and radius OR, and Y is the circle with centre at O and radius OS, then X = Y.
- ∠POC+∠QCO = 900
Select the correct answer using the code given below.