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I have another complex analysis question for this week....can anyone help??
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\[\int\limits_{?}^{?}1/z^3 dz\]
lokisan helped me last week :-)
to be sure I am seeing it right; that is the integral of 1/(z cubed) with respect to z right?
if we change the expression so that it is just a variable and an exponent, itll be easier
\[1/z^{3} = z^{-3}\]
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\[ \int\limits_{} z^{-3} dx \rightarrow (z^{-3+1})/(-3+1)\]
or simply:\[[1/(2z^{2})] + C\]
make that negative :) i lost the negative somewhere :)
oh, hi!!! I was tutoring a student in algebra...
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