Posted by **Markus** on Thursday, March 24, 2011 at 9:53pm.

Given the differential equations:

(sin x)y′′+ xy′+(x − 1/9)

y = 0:

• Determine all the regular singular points for the Eq.;

• Derive the indicial equation corresponding to each regular point;

• Determine the form of two linearly independent solutions near each

of regular singular points.

• Give the behavior of solutions as x → 0.

## Answer this Question

## Related Questions

- Calculus - Determine the interval(s) at which f(x) is concave up given that f&#...
- Differenctial equations - Use the change of variable x = exp(s) to recast the ...
- physics - Consider the two observers O and O′ at the origins of the ...
- College Physics - Use the relativistic coordinate transformation (x, y, z, t) &#...
- PHY 2054 - Use the relativistic coordinate transformation (x, y, z, t) − (...
- calculus (point me in the right direction please?) - f(x) and f′(x) are ...
- Math - Every point (x,y) on the curve y=log23x is transferred to a new point by ...
- calculus - Consider the interval I=[6,7.6]. Break I into four subintervals of ...
- math - Determine f′(2) for f (x) = g[h(x)], given g(2) = 5, g′(2...
- Calculus - A table of values for f,g,f′, and g′ are given in the ...

More Related Questions