Product ID: 99324
Supplementary Print
Undergraduate
A Unified Method for Finding Laplace Transforms, Fourier Transforms, and Fourier Series (UMAP)
Author: C.A. Grimm
This unit presents a method which facilitates the finding of the Laplace transform, the Fourier transform, the complex Fourier series, the real Fourier series, and the half range sine series when the given a piecewise continuous function.
Table of Contents:
1. INTRODUCTION
2. THE METHOD EXPLAINED
3. THE METHOD IN ACTION
3.1 Example 1
3.2 Example 2
3.3 Example 3
3.4 Example 4
3.5 Example 5
3.6 Example 6
3.7 Example 7
3.8 Example 8
4. ANSWERS TO EXERCISES
5. MODEL EXAM
6. ANSWERS TO MODEL EXAM
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©1983 by COMAP, Inc.
UMAP Module
22 pages
Mathematics Topics:
Abstract & Linear Algebra
Application Areas:
Prerequisites:
Differentiate/integrate elementary functions; sketch graphs of elementary functions; Euler's formula; integral transforms; orthogonal functions; odd and even functions; piecewise continuous functions; sum geometric series
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