How to solve this diffrential equation using parts formula?
Let . Propose formulas of the form
to solve:
i)
and
ii)
Solve
using shift and differential operator .
What does mean?
Continue ?
How can I handle exp(ln|x|) to solve 1st order linear DE?
RHS and LHS are same.
Taking log.
Then what about ln|x| ?
This problem is a sub-problem of below ODE.
My thoughts are as below.
I got the following general solution as I forcefully assumed
How to solve
What I'm thinking is to consider the first order version
which I know how to solve, the solution is
How do I use this to solve the second-order equation?