Consider the curved mirror `y =f(x)` passing through `(0, 6)` having the property that all light rays emerging from origin, after getting reflected from the mirror becomes parallel to x-axis, then the equation of curve, is

Consider a curved mirror y=f(x) passing through (8,6) having the property that all light rays emerging from origin,after getting reflected from the mirror becomes parallel to x-axis.Find the equation of curve.

Consider a curved mirror y = f(x) passing through (8, 6) having the property that all light rays emerging from origin, after reflected from the mirror becomes parallel to x-axis. The equation of the mirror is y^(a) = b(c-x^(d)) where a, b, c, d are constants, then

A ray of light coming from origin after reflection at the point P(x,y) of any curve becomes parallel to x-axis,the,equation of the curve may be:

A ray of light coming from origin after reflectiion at the point P (x ,y) of any curve becomes parallel to x-axis, the , equation of the curve may be :

A ray of light after reflection from a mirror is known as

A ray of light passing through the point (8,3) gets reflected after it meets x -axis at (14,0) .Then the equation of the reflected ray

Consider a curve y=f(x) in xy-plane.The curve passes through (0,0) and has the property that a segment of tangent drawn at any point P(x,f(x)) and the line y=3 gets bisected by the line x+y=1 then the equation of curve,is

Consider a curve y=f(x) in xy-plane. The curve passes through (0,0) and has the property that a segment of tangent drawn at any point P(x,f(x)) and the line y = 3 gets bisected by the line x + y = 1 then the equation of curve, is

Consider a curve y=f(x) in xy-plane. The curve passes through (0,0) and has the property that a segment of tangent drawn at any point P(x,f(x)) and the line y = 3 gets bisected by the line x + y = 1 then the equation of curve, is