Integration using Euler's formula: Difference between revisions

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Simple example: Hence "simple example"
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==Using real parts==
In addition to Euler's identity, it can be helpfulh elpful to make judicious use of the [[real part]]s of complex expressions. For example, consider the integral
:<math>\int e^x \cos x \, dx.</math>
Since cos&nbsp;''x'' is the real part of ''e''<sup>''ix''</sup>, we know that