Consider a circle with centre at `C`. Let `OP`, `OQ` denote respectively the tangents to the circle drawn from a point

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Q 1770545416.     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 xx SQ = OS xx RP.` Which of the following
statements is/are correct `?`
1.. 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`.

2. `anglePOC + angleQCO = 90^0`

Select the correct answer using the codes given below
CDS 2016
A

`text(Only 1)`

B

`text(Only 2)`

C

`text(Both 1 and 2)`

D

`text(Neither 1 nor 2)`

HINT


Solution
(Provided By a Student and Checked/Corrected by EXXAMM.com Team)

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