Form the differential equation of `y=px+(p)/(sqrt(1+p^(2).`

Find the general solution of the differential equation (dy)/(dx)+sqrt((1-y^2)/(1-x^2))=0 .

Solve the differential equation (dy)/(dx)+sqrt((1-y^2)/(1-x^2))=0

The differential equation y=px+f(p) , …………..(i) where p=(dy)/(dx) ,is known as Clairout's equation. To solve equation i) differentiate it with respect to x, which gives either (dp)/(dx)=0 rArr p =c ………….(ii) or x+f^(i)(p)=0 …………(iii) Which of the following is true about solutions of differential equation y=xy^(')+sqrt(1+y^('2)) ?

The order of the differential equation satisfying sqrt(1-x^4)+sqrt(1-y^4)=a(x^2-y^2) is

Find the solution of the differential equation x\ sqrt(1+y^2)dx+y\ sqrt(1+x^2)dy=0.

Solve the following differential equation: \ y\ sqrt(1+x^2)+x\ sqrt(1+y^(2\ ))(dy)/(dx)\ =0

Solve the following differential equation: x\ sqrt(1-y^2)dx+y\ sqrt(1-x^2)\ dy=0

Form the differential equation of the family curves having equation y=(sin^(-1)x)^(2)+Acos^(-1)x+B .

Let a solution y = y(x) of the differential equation xsqrt(x^2-1) dy - y sqrt(y^2-1) dx=0 , satisfy y(2)= 2/sqrt 3

The differential equation y=px+f(p) , …………..(i) where p=(dy)/(dx) ,is known as Clairout's equation. To solve equation i) differentiate it with respect to x, which gives either (dp)/(dx)=0 rArr p =c ………….(ii) or x+f^(i)(p)=0 …………(iii) The singular solution of the differential equation y=mx + m-m^(3) , where m=(dy)/(dx) , passes through the point.