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Jee Main 2025 — Medium JEE math MCQ

Let the parabola $y = x^2 + px - 3$, meet the coordinate axes at the points P, Q and R. If the circle C with centre at $(\alpha, \beta)$ passes through the points P, Q and R, then the area of $\triangle PQR$ is
  1. A. 7
  2. B. 4
  3. C. 3
  4. D. 5

Solution

The correct option is **C**. (C. 3)

MATH

medium • PYQ Reworded
Question
Read carefully, then pick the best option.
Let the parabola y=x2+px−3y = x^2 + px - 3, meet the coordinate axes at the points P, Q and R. If the circle C with centre at (α,β)(\alpha, \beta) passes through the points P, Q and R, then the area of △PQR\triangle PQR is
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Jee Main 2025 — Medium JEE Mathematics MCQ | MyGoalPrep