MathematicsMedium74×since 2004Q3730Let the line y = mx and the ellipse 2x² + y² = 1 intersect at a ponit P in the first quadrant. If the normal to this ellipse at P meets the co-ordinate axes at (−132,0)\left( { - {1 \over {3\sqrt 2 }},0} \right)(−321,0) and (0, β\betaβ), then β\betaβ is equal to :A23{{\sqrt 2 } \over 3}32B23{2 \over 3}32C223{{2\sqrt 2 } \over 3}322D23{2 \over {\sqrt 3 }}32Check answerSkip