Complex Analysis: Theory and Applications · Problem 7.2.14

Taylor and Laurent Series — Howell & Matthews

Mathematics — Complex Analysis · cauchy-product-taylor-series

Problem

Use the Maclaurin series and the Cauchy product in Identity (7.17) to verify that sin⁡2z=2cos⁡zsin⁡z\sin 2z = 2\cos z\sin z up to terms involving z5z^5.

Related theory

Browse the problem library