StreakPeaked· Practice

ExamsJEE AdvancedGeneral

Let the straight line y = 2x touch a circle with center (0,  ),  > 0, and radius r at a point A 1 . Let B 1 be the point on the circle such that the line segment A 1 B 1 is a diameter of the circle. Let  + r = 5 + 5 . Match each entry in List-I to the correct entry in List-II . List-I List-II (P)  equals  (1) (–2, 4) (Q) r equals (2) 5 (R) A 1 equals (3) (–2, 6) (S) B 1 equals (4) 5 (5) (2, 4) The correct option is

  1. (P)  (4), (Q)  (2), (R)  (1), (S)  (3) 
  2. (P)  (2), (Q)  (4), (R)  (1), (S)  (3)
  3. (P)  (4), (Q)  (2), (R)  (5), (S)  (3)
  4. (P)  (2), (Q)  (4), (R)  (3), (S)  (5)

Correct answer: (P)  (4), (Q)  (2), (R)  (5), (S)  (3)

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