Home
Class 12
MATHS
" The differential equation satisfying a...

" The differential equation satisfying all the curves "y=c_(1)x+(c_(2))/(x)," is : "

Promotional Banner

Similar Questions

Explore conceptually related problems

The differential equation satisfying all the curves y = ae^(2x) + be^(-3x) , where a and b are arbitrary constants, is

The differential equation satisfying all the curves y=ae^(2x)+be^(-3x), where a and b are arbitrary constants,is

The differential equation of the family of curves y= c_(1)e^(x) +c_(2)e^(-x) is

The differential equation y=c^2+c/x is

The differential equation of y=c^2+c/x is

The degree of the differential equation satisfying by the curves sqrt(1+x)-asqrt(1+y)=1, is ……..

The degree of the differential equation satisfying by the curves sqrt(1+x)-asqrt(1+y)=1, is ……..

The degree of the differential equation satisfying by the curves sqrt(1+x)-asqrt(1+y)=1, is ……..

The degree of the differential equation satisfying by the curves sqrt(1+x)-asqrt(1+y)=1, is ……..

The differential equation of the curve x/(c-1)+y/(c+1)=1 is