1.

If f(z) is analytic in a simply connected domain D, then for every closed path C and D

A. \(\mathop \oint \limits_C f\left( z \right)dz = 1\)
B. \(\mathop \oint \limits_C f\left( z \right)dz = 0\)
C. \(\mathop \oint \limits_C f\left( z \right)dz \ne 0\)
D. \(\mathop \oint \limits_C f\left( z \right)dz \ne 1\)
Answer» C. \(\mathop \oint \limits_C f\left( z \right)dz \ne 0\)


Discussion

No Comment Found