Example of Inverse Laplace's Transform for repeated poles using residual method

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In this captivating video, we delve into the fascinating world of repeated poles and their solution using the residual method. Through a clear and concise example, discover how to unravel complex equations and extract the original time-domain function from its Laplace counterpart. Perfect for students and enthusiasts alike, this tutorial demystifies the process, empowering you to conquer even the most challenging of inverse Laplace transformations with confidence.
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When u try to calculate C using residues, you cant just cancel the poles with the zeros and take that limit. you HAVE to derivate aftherwards

juanmaurin

Doesn’t always work… talking about the partial fraction

godwincornelius

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