The normal lines to a given curve at each point pass through `(2,0)`. The curve passes through `(2,3)`. Formulate the differential equation and hence find out the equation of the curve.

The normal lines to a given curve at each point pass through (2,0)dot The curve pass through (2,3) . Formulate the differntioal equation and hence find out the equation of the curve.

The normal lines to a given curve at each point (x,y) on the curve pass through (2,0).The curve passes through (2,3).Find the equation of the curve.

The normal lines to a given curve at each point (x,y) on the curve pass through the point (2,0) the curve passes through the point (2,3) formulate the differential equation representign the problem and hecne find the equation of the curve

The normal line to a given curve at each point (x,y) on the curve passes through the point (3,0). If the curve contains the point (3,4) then its equation is

The normal to a given curve at each point (x,y) on the curve passes through the point (3,0) .If the curve contains the point (3,4) find its equation.

The slope of the tangent at any point on a curve is lambda times the slope of the line joining the point of contact to the origin. Formulate the differential equation and hence find the equation of the curve.

The line normal to a given curve at each point (x,y) on the curve passes through the point (2,0). If the curve contains the point (2,3), find its equation.

The normal to a given curve at each point (x ,y) on the curve passes through the point (3,0)dot If the curve contains the point (3,4), find its equation.