$$y'+(e ^{x}\tan x)y=\frac{ 1 }{ 1-x ^{2} }; \ \ y(0)=0$$

Check existence and uniqueness of solutions of the following initial value problems. In case a unique solution exists, what can you say about the interval of existence of this solution?

Question

$$y'+(e ^{x}\tan x)y=\frac{ 1 }{ 1-x ^{2} }; \ \ y(0)=0$$

Check existence and uniqueness of solutions of the following initial value problems. In case a unique solution exists, what can you say about the interval of existence of this solution?

anonymous · Answer

@phi @amistre64 @sirm3d @vf321 @experimentX

amistre64 · Answer

the words look familiar but the memory eludes me

experimentx · Answer

that's a first order linear equation

anonymous · Answer

@Wislar I would have helped, but I don't check this site so often. You should have kept the quesiton open...