Q33
An integral I over a counter-clockwise circle C is given by I = _ C z^2 - 1 z^2 + 1 e^ z dz . If C is defined as |z| = 3, then the value of I is
An integral over a counter-clockwise circle C is given by
If C is defined as |z| = 3, then the value of is
If C is defined as |z| = 3, then the value of is
A.
-πi sin(1)
B.
-2πi sin(1)
C.
-3πi sin(1)
D.
-4πi sin(1)
AnswerAnswer: Option D
Solution
Answer: Option D
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