C is a closed path in the z-plane given by |z| = 3. The value of the integral → ∮c((z2 - z + 4j)/(z + 2j)dz is
(A) - 4π(1 + j2)
(B) 4π(3 - j2)
(c) - 4π(3 + j2)
(D) 4π(1 - j2)
Correct option (c) - 4π(3 + j2)
Explanation: