Question

y'+y=(y^2)(e^x)

Answer 1

What do you need to do with it?

Answer 2

Solve the differential equation

Answer 3

Its non-linear :/ That means unless its separable its not too easy to solve.

Answer 4

That's strange cause this problem is under the section linear first order differential eqs

Answer 5

Hmmm...let me look at it for a minute.

Answer 6

its a first-order nonlinear ordinary differential equation :)

Answer 7

Yeah, the non-linear is throwing me off

Answer 8

i cannot believe the huge crash tonight
almost 3 hours it seems

Answer 9

yeah, what else are we supposed to do with our time?

Answer 10

i have been wanting to post that attachment forever

Answer 11

lolol

Answer 12

i was like omg
i cant post it
i kept checking every second

Answer 13

lol
now i gotta go watch a movie

Answer 14

have fun!

Answer 15

I was trying to put v = 1/y -> v' = y'/y^2 when I got kicked...

Answer 16

How about if u have f(x)y instead of y (say xy) in the original equation?

Answer 17

are you saying this
(xy)'=y^2e^x?