Question

Find the General Solution with the given Initial Condition:
y'+(2/t)y=(cost t)/t^2 y(pi)=0 t>0

Answer 1

Integration Factor:
\[\mu(t)=\int\limits\limits e ^{ \frac{ 2 }{ t }}\]

Answer 2

i think you wrote it little bit different should be
\[\Large I.F=e^{\int\limits_{}^{} \frac{2}{t}dt}\]

Answer 3

ya that, but i just discovered that wolfram does these :)

Answer 4

yes it does!

Answer 5

medal for a medal lol:)

Answer 6

it is false