|Register to reply||
Higher Order Differential Equations: Variation of parameter.
|Share this thread:|
Mar10-12, 03:32 PM
I'm not exactly sure how to solve the following non-homogeneous ODE by variation of parameters.
Solve the given non-homogeneous ODE by the variation of parameters:
x^2y" + xy' -1/4y = 3/x + 3x
Can someone please point me in the right direction? Help will be much appreciated!!
|Register to reply|
|Higher order differential equations and the chain rule (2 variables)||Calculus & Beyond Homework||2|
|Higher-order differential equations||Calculus & Beyond Homework||9|
|Higher Order Differential Equations, Solutions related||Calculus & Beyond Homework||5|
|Higher-Order Differential Equations||Calculus & Beyond Homework||4|
|Some higher order differential equations||Calculus & Beyond Homework||3|