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Introduction to Fourier Series
Instructor:
Mr. Utsav GandhiModules updated 07/2025
Introduction to Fourier Series
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Skills you will gain
Introduction to Fourier Series
Dirichlet's conditions for Fourier Series
Useful Integration formulas
Fourier Series Examples
Half Range Fourier Series
Key Highlights

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About this course
A Fourier series is a method used to represent a periodic function as an infinite sum of sine and cosine functions. Fourier series is used for periodic functions. For the non-periodic functions, Fourier transform is considered. These concepts are fundamental in their uses as these trigonometric functions are used widely. Keeping this in mind, we present this course on the Fourier series to you. The instructor ensures to cover the concepts in depth and numerous examples to showcase even the change of intervals, discussion of half range Fourier series, and a lot more.
Course outline
Introduction to Fourier Series
Dirichlet's conditions for Fourier Series
Useful Integration Formulas
Fourier Series Example
Change of Interval Example
Half Range Fourier Series Introduction
Half Range Fourier Series Example
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Introduction to Fourier Series
4.46
3.75 Hours
Beginner
15.9K+ learners enrolled so far

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Our course instructor

Mr. Utsav Gandhi
Faculty for Engineering Mathematics


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