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If the tangents drawn at the points O(0, 0) and P (1 + 2 , 5 ) on the circle x 2 + y 2 – 2 x – 4 y = 0 intersect at the point Q , then the area of the triangle OPQ is equal to
- 2 5 3 +
- 2 5 2 4 +
- 2 5 3 5 +
- 2 5 3 7 +
Correct answer: 2 5 3 5 +
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