MathematicsMedium92×since 2002Q4753If the tangents drawn at the points P\mathrm{P}P and Q\mathrm{Q}Q on the parabola y2=2x−3y^{2}=2 x-3y2=2x−3 intersect at the point R(0,1)R(0,1)R(0,1), then the orthocentre of the triangle PQRP Q RPQR is :A(0, 1)B(2, −-−1)C(6, 3)D(2, 1)Check answerSkip