Complex Analysis: Theory and Applications · Problem 6

Complex Integration — Howell & Matthews

Mathematics — Complex Analysis · complex-definite-integrals

Problem

Find the value of ∫Csin⁡z2 dz\int_C \sin\frac{z}{2}\,dz, where CC is the line segment from 00 to π−2i\pi - 2i, using Theorem 6.9 and explain why you are justified in using it.

Related theory

Browse the problem library