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how to integrate when the power is -1 therefore the whole power comes as 0

Mathematics
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You mean\[\int x^{-1}\]
yeah..:)
Remember that if \(\large f(x) = \ln(x) \) then \(\large f^\prime(x) = \frac{1}{x}\)

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Other answers:

Yeah, what @wio said.
Integration is just finding the anti-derivative!
so if i want to integrate -3x ^ (-1) then what is the answeR?
\[\int(-3)x^{-1}\,dx=-3\int\frac1x\,dx=-3\ln|x|+C\]
ok thanks! :)
@abs4 \(\huge \color{red}{\text{Welcome to Open Study}}\ddot\smile\)
Aw dang @hartnn you're like late.
lol! late for what?
The welcome comes first, so that the person who answers the question looks more awesome.
Like, "Welcome, but we already know the answer you plebe."
oh, i didn't want to interrupt the explanation.....

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