Equation of the normal at a point on the parabola
y2=36x , whose ordinate is three times its abcissacis-
2x+3y+44=0
2x−3y+44=0
2x+3y−44=0
2x−3y=0
Equation of the normal at 9m2,−18m on theparabola is y=mx−2×9m−9m3 where −18m=3×9m2.
i.e., m=0 or m=−2/3. For m=−2/3, the equationof the normal is 2x+3y−44=0.