Answer to Question #76041 in Differential Equations for BIVEK SAH

Differential Equations

Question #76041

Find the surface which is orthogonal to the one parameter system
z=c xy(x^2+y^2) and which passes through the hyperbola
X^2-y^2=a,z=0.

Expert's answer

Download Answer

Learn more about our help with Assignments: Differential Equations

Comments

No comments. Be the first!

Leave a comment

Related Questions

1. Find the general integral of the equation (Xyy)p+(y-x-z)q=z and particular solution through the
2. 1.Find the differential equations of the space curve in which the two families of surfaces u=x^2-y^2
3. Verified that the equations 1.z=root( 2x+a)+root(2y+b) and 2.z^2+meu=2(1+lemda^-1)(x+lemda y) a
4. Solve the differential equation Suppose the temperature of a body when discovered is 85° F. Two
5. Solve the differential equation 1.sin^-1(dy/dx)=(x+y) 2.(1+y^2)dx=(tan^-1y-x)dy 3.(D-1)^2(D
6. Obtain a solution of the wave equation ∂^2u(x,t)/∂t^2=16(∂^2u(x,t)/∂x^2) for 0≤ x ≤ �
7. Reduce the following PDE to a set of three ODEs by the method of separation of variables (1/r)(∂/