A: 4, 3:4, C=5 and a=5, b=5, c=6 2. Let f (z) = 3:2 + if where m and y are the real and imaginary parts respectively of z, and C is a. contour consisting of the line segment from 2:1 = at to 22 = b + ci. (a) Write down 21 and 2:2 by substituting the values of a, b and c. (0 points) (b) Evaluate f0 f (z)dz. (4 points) (C) Is f0 33(2) dz path independent? If not, nd a function g(z) whose integral is path independent. (2 points