Step by Step Introduction to Fourier Series
What you'll learn
- You will learn about Fourier series and how to write them
- Basic knowledge of Integration
By taking this Course on Fourier Series, you will learn the basics of Analytical Mathematics. I can assure you of increased analytical knowledge if you practice every example diligently.
In this course, you are introduced to the Euler's formula and basic formulas of integration which involve integrals of the product of the exponential and trigonometric functions. You learn how to write the Fourier series of a function. You learn about odd and even functions in different contexts, not just the traditional definition. Different aspects of odd and even functions are explained with examples.
The Fourier series of odd and even functions is explained. You will understand how to calculate the Fourier coefficients in different intervals for different functions. You understand the trick of solving identities using the Fourier series.There is a brief introduction to the role of periodic functions in evaluating the Fourier series.
You learn how to evaluate the Fourier series of the exponential, trigonometric, algebraic, modulus functions and more.
The course concludes with half range Fourier Series
You will also learn how to calculate the cosine series and the sine series of a function.
A number of problems are completely solved with steps clearly explained. The last assignment covers all the properties learnt in this course together with an understanding of the Fourier half series.
A good takeaway for college students learning math. I am a math educator and I love to make math easy for you.
To satisfy your craving for knowledge, join the course.
Who this course is for:
- Math students at the college level
I have been a mathematics educator for over 25 years teaching mathematics both at the high school and graduate level. Presenting a set of courses on Class 11 and 12 maths and College maths.
These courses are designed to help you understand the basic nuances of Mathematics. Each topic in mathematics is like a language which makes sense, only if it is understood. My mission in each of these courses is to help any student understand the subject better and develop a liking for Mathematics.