Integration of e^y/x dy
Answers
Answered by
0
here element is dy so, x is just like constant no variable .
now,
integrate e^y/xdy
=1/x {e^y.dy}
we know according to basic integration
e^t.dt = e^t +C
so , here integration = 1/x .e^y + C
where C is constant.
now,
integrate e^y/xdy
=1/x {e^y.dy}
we know according to basic integration
e^t.dt = e^t +C
so , here integration = 1/x .e^y + C
where C is constant.
Similar questions