Evaluate ∮c e^z/(z+2) (z+3) dz where C is |z|=1?
A)-2
B)-4
C) 1
D) 0
Singular points of a function:
z1=−3, z2=−2{z_1} = - 3,\,\,{z_2} = - 2z1=−3,z2=−2
Since none of the singular points is inside the circle ∣z∣=1|z|=1∣z∣=1 then value of integral is 0.
Answer: D) 0
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