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how to start improper integral from 0 to 1 of 3/(x^5) dx ? at zero the functions undefined...so how do i handle that?
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find the anti derivative, then take the limit as \(x\to 0\)
it is pretty clear just from looking at it that the anti derivative will have an \(x\) in the denominator, so the limit as \(x\) goes to zero will not exist
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