Equation of the normal to the parabola, y2=4 a x at its point ( am 2, 2 am ) is:

Question

Equation of the normal to the parabola, y2=4 a x at its point ( am 2, 2 am ) is: (A) y=-m x+2 a m+a m3 (B) y=m x-2 a m-a m3 (C) y=m x+2 a m+a m3 (D) none

Tardigrade Admin · Accepted Answer

Equation of normal to the parabola y2=4 a x at its points ( am 2, 2 am ) is y=-m x+2 a m+a m3

Q. Equation of the normal to the parabola, $y^{2} = 4 a x$ at its point $(a m^{2}, 2 am)$ is:

$y = - m x + 2 am + a m^{3}$

$y = m x - 2 am - a m^{3}$

$y = m x + 2 am + a m^{3}$

none

Equation of normal to the parabola $y^{2} = 4 a x$ at its
points $(a m^{2}, 2 am)$ is
$y = - m x + 2 am + a m^{3}$

Q. Equation of the normal to the parabola, y2=4ax at its point (am2,2am) is:

y=−mx+2am+am3

y=mx−2am−am3

y=mx+2am+am3