for an ordinary differential equation

there exist a unbounded solution y(x)

exist.

can anyone explain how the unbounded solution exist.

Printable View

- May 13th 2012, 06:24 AMsaravananbsunbound solution
for an ordinary differential equation

there exist a unbounded solution y(x)

exist.

can anyone explain how the unbounded solution exist. - May 13th 2012, 06:29 AMProve ItRe: unbound solution
- May 13th 2012, 06:31 AMsaravananbsRe: unbound solution
p is a constant.

- May 13th 2012, 06:52 AMProve ItRe: unbound solution
Well then the characteristic equation would be . Solving for m gives

Since this is a repeated root, the solution to your DE is .

Now you should be able to evaluate . - May 13th 2012, 06:56 AMsaravananbsRe: unbound solution
is the answer is zero. when x-->infinite