1999

JEE Main 1999 Mathematics question on Trigonometry

In a △PQR\triangle PQR, ∠R=π2\angle R = \dfrac{\pi}{2}, if tan⁡(P2)\tan\left(\dfrac{P}{2}\right) and tan⁡(Q2)\tan\left(\dfrac{Q}{2}\right) are the roots of the equation ax2+bx+c=0ax^2 + bx + c = 0 (a≠0)(a \neq 0), then
  1. A.
    a+b=ca + b = c
  2. B.
    b+c=ab + c = a
  3. C.
    a+c=ba + c = b
  4. D.
    b=cb = c
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Correct option: A

[1999]

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