Question

Find the general solution of each differential function:

dy/dx = 2xe^y

Answer 1

same question runger

Answer 2

no it isn't. Same instructions but I need help finding antiderivative of 1/e^y

Answer 3

-e^-y

Answer 4

how did you get that?

Answer 5

take (-e^-y)'= e^(-y)

Answer 6

or just let -y =u and do something on e^u

Answer 7

e^-y dy = 2x dx

Answer 8

@runger723 it became like one of those which we did earlier

Answer 9

When I took cal1, I stuck at this problem since I tried to figure out the method to find out int of some tricky thing.
My classmate gave me this method: try derivative of some simple thing to get the tricky one.

Answer 10

Like this, we know (e^y )' = e^y, and int (e^y) = e^y also
how about e^(-y)? play around with -e^(-y) :)