Hi all!
I've hit a wall on the question I'm working on. Can someone look over my work and see where I may have possible gone wrong?
The question is:
Show that if
is a solution of Bessel's equation of order p, then,
is a solution of
.
Here is my working.
Considering that
is a solution, then:
and
Subing into
,
+
.
I simplify to find:
As
, that means
.
Making the substitution of
I get the following:
.
That equation is soo close to Bessel's equation. I go through my working and I can't find why I have those b's are there.
Thank you very much for your time.