Hello,
How many possible values are there for the following integral-
\(\displaystyle \oint_{C}\frac{dz}{(z-z_1)(z-z_2)..(z-z_n)}\)
(I'm guessing the answer is not n, but don't see why)
Should also add that C is a closed contour that does not go through any of the points \(\displaystyle z_i\)
How many possible values are there for the following integral-
\(\displaystyle \oint_{C}\frac{dz}{(z-z_1)(z-z_2)..(z-z_n)}\)
(I'm guessing the answer is not n, but don't see why)
Should also add that C is a closed contour that does not go through any of the points \(\displaystyle z_i\)