Home
Class 12
MATHS
[" The tangent at a point "P" on a curve...

[" The tangent at a point "P" on a curve meets "x-" axis in "A" .If area of triangle OAP is a ^2then equation of curve is "],[[" (1) "x=cy+(a^(2))/(y)," (2) "y=cx+(a^(2))/(x)," (3) "y=cx-(a^(2))/(x)," (4) "y=cx-(a^(2))/(2x)]]

Promotional Banner

Similar Questions

Explore conceptually related problems

The tangent at a point P on a curve meets x-axis in A. If area of triangle OAP is a^2 then equation of curve is x=c y+(a^2)/y (2) y=c x+(a^2)/x y=c x-(a^2)/x (4) y=c x-(a^2)/(2x)

The tangent at a point P on a curve meets x-axis in A. If area of triangle OAP is a^2 then equation of curve is x=c y+(a^2)/y (2) y=c x+(a^2)/x y=c x-(a^2)/x (4) y=c x-(a^2)/(2x)

If the tangent at any point P of a curve meets the axis of x in T. Then the curve for which OP=PT,O being the origins is

If the tangent at any point P of a curve meets the axis of x in T. Then the curve for which OP=PT,O being the origins is

If the tangent at any point P of a curve meets the axis of X in T find the curve for which O P=P T ,O being the origin.

If the tangent at any point P of a curve meets the axis of XinTdot find the curve for which O P=P T ,O being the origin.

The tangent drawn at the point (0,1) on the curve y = e^(2x) meets x-axis at the point

The tangent drawn at the point (0, 1) on the curve y=e^(2x) meets the x-axis at the point -

The equation of tangent at those points where the curve y=x^2-3x+2 meets x-axis are: