Question

int ( 1/y) dy

Answer 1

Well thanks , bot or human

Answer 2

^pikachu knows

Answer 3

\(\int \frac{1}{y}dy = ln(|y|) +C\) -- Not quite the same as previously stated.

Answer 4

okay what is int ( 1/ e^y ) dy

Answer 5

If you KNOW the values are positive, you may discard the absolute values. Since it is an indefinite integral, you do NOT know the values are positive and the absolute values MUST be included.

Answer 6

Guys need an answer ; what is
\[\int\limits ( 1/ e^-y ) dy\]

Answer 7

hello ..

Answer 8

You had \(e^{y}\) and now it is \(e^{-y}\). The very first thing you should do is be careful and consistent. It is very, very difficult to gain an understanding if your problems is wandering around.

Answer 9

\[\int \dfrac{1}{e^y} dy = \int e^{-y} dy\]Observe that the derivative of \(-e^{-y}\) is \(e^{-y}\).

Answer 10

i give u sneak peak