Find the first three nonzero terms, or as many as exist, in the series expansion about x=0 for a general solution to the given equation for x >0. -XW+w'+xW=0
Let r and r be the roots of the associated indicial equation where Re r Re r. What are the values of r and r?
11= 12= (Simplify your answers.)
The equation has a general solution in the form cwx+cwx where wx is obtained from the root of the associated indicial equation with the largest real value.
wx=+. and wx=+.