MEDIUM
JEE Advanced
IMPORTANT
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The equation of the curve for which the cartesian sub-tangent varies as the reciprocal of the square of the abscissa, is

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Important Questions on Differential Equations

EASY
JEE Advanced
IMPORTANT
The solution of dydx=ax+gby+f represents a circle, when
MEDIUM
JEE Advanced
IMPORTANT
The solution of the differential equation xdy-ydx=0 represents
EASY
JEE Advanced
IMPORTANT
The general solution of the differential equation dydx=yx is
MEDIUM
JEE Advanced
IMPORTANT
The number of straight lines which satisfy the differential equation dydx+xdydx2-y=0, is
MEDIUM
JEE Advanced
IMPORTANT
The solution of the differential equation 2xdydx-y=3 represents
MEDIUM
JEE Advanced
IMPORTANT
The solution of the differential equation dydx=y(2y-x)x(2y+x), which satisfies y=1 at x=1, is
MEDIUM
JEE Advanced
IMPORTANT
The differential equation of parabola having their axis of symmetry coinciding with X -axis, is