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How do you calculate the anti derivative 6/x dx?
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pull out the constant first so.... 6 int (1/x)dx does that look familiar?
\[{d \over dx} ax^{n}= nax^{n-1}\]
when \(\large n \ne 1\) @slaaibak
i mean -1
What?
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I'm pretty sure that works for all n.
the power rule works if n is not equal to -1 otherwise it is ln
@lgbasallote i tried that but the assignment feedback says incorrect
I think you are thinking of integration.
antiderivative -> integration...
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Oh! lol, only read derivative, not anti derivative. Mybad
so what's the correct answer?!
6lnx + C was your answer @mrc706 ?
6ln x + C
ok thank you
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