Question

integration of e^(x/y) dx?

Answer 1

\[\int\limits e^{{x \over y}}dx=ye^{x \over y}+c\]

Answer 2

Treat y here as a constant. If it helps, write a = 1/y. Then you are just integrating
\[ \int e^{ax} \ dx \]

Answer 3

it's e^(x/y)dx
1/ye^(x/y)+c

Answer 4

You need to treat y as any constant here, since you're integrating with respect to x.

Answer 5

MM: right. ash: wrong.

Answer 6

James
:(

Answer 7

yeah sorry james,it's ye^(x/y)+c