About this document
Complex Partial Fraction Expansion by Marco Gallardo is a document available to read on EtoBox.
This document discusses how to perform a partial fraction expansion when the roots of the denominator are complex and imaginary. It provides an example problem where the roots are complex numbers. The steps shown include applying the quadratic formula to obtain the complex roots, setting up the partial fraction decomposition with complex coefficients, multiplying both sides by the denominators, and solving for the coefficients. The example is worked through multiple figures and concludes by taking the inver
- Author
- Marco Gallardo
- Language
- EN