6.24. Let denote
a fixed complex value. Show that, if C
is a simple closed positively oriented contour such
interior to C, then
, for any integer .
Explore Solution 6.24 (a).
(a) Show that . Use the Cauchy Integral Formula in the form .
Thus, we have found the value of the contour integral.
(c) 2006 John H. Mathews, Russell W. Howell