Find the Laurent series for the given function about the indicated point. Also, give the residue of the function at the point. (1) ; Thanks
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This is what I got so far: = = = Any idea what I do from there? Thanks!
You have so need to express the last one in terms of . That's not hard, just subtract and add one in the denominator: Now, just finish it by expressing the last expression as a sum.
Originally Posted by shadow_2145 Find the Laurent series for the given function about the indicated point. Also, give the residue of the function at the point. (1) ; Thanks The function has form and . Therefore, the residue is given by .
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