Answer to Question #328955 in Differential Equations for Pankaj

Differential Equations

Question #328955

Using X = x - 2,Y = y +1, reduce the equation 4(x-2)^2 dx/dy =(x + y - 2)^2 to the homogeneous form of 1st order equation.

Expert's answer

Answer in progress...

Learn more about our help with Assignments: Differential Equations

Comments

No comments. Be the first!

Leave a comment

Related Questions

1. using the lagrange’s method, solve the differential equation (xy^3 - 2x^4)b + (2y^4 - x^3y)q = 9z(
2. (px-y)(py+x)=a^2
3. The rate at which a super computer body cools is proportional to the difference between the temperat
4. The population of a city increases at a rate proportional to the present number. It has an initial p
5. Definition of delay differential equation with one example
6. Eliminate arbitary constants from z-(x-a)2=(y-b)2 to form the partial differential equation
7. Given an example of an elliptic partial differential equation of 2nd order, justifying your answer