Dear Students the Question Bank has been uploaded for the following topics:</br>Lagrange’s Linear equation
Assignment topic is PROBLEMS ON FOURIER TRANSFORMS and due date is 15-11-2024.
Dear Students the Lecture Notes has been uploaded for the following topics:</br>Problems based on full range series, </br>Introduction to Partial Differential Equation & Formation of partial differential equation, </br>Formation of partial differential equation, </br>Solutions of standard types of first order PDE, </br>Tutorial 1: Problems based on Formation of partial differential equations, </br>Standard types and Equations reducible to standard types, </br>Lagrange’s Linear equation, </br>Tutorial 2: Problems based on Lagrange’s Linear equation, </br>Solution of linear equations of second and higher order with constant coefficients, </br>Solution of linear equations of higher order with constant coefficients and both homogeneous equations, </br>Tutorial 3: Problems based on Solution of linear
Dear Students the Question Bank has been uploaded for the following topics:</br>Fourier Series, </br>Fourier Transforms
Dear Students the Youtube Video has been uploaded for the following topics:</br>Fourier Transforms
Assignment topic is Fourier Series and due date is 21-10-2024.
Assignment topic is Fourier Transforms and due date is .
Assignment topic is Fourier Series and due date is .
Assignment topic is Fourier Series and due date is .
Assignment topic is Fourier Series, Fourier Transforms and due date is .
Dear Students the Resource Link has been uploaded for the following topics:</br>Fourier Series</br>Fourier Transforms
Dear Students the Puzzles has been uploaded for the following topics:</br>Fourier transform
Dear Students the Lecture Notes has been uploaded for the following topics:</br>Problems based on full range series, </br>Problems based on full range series., </br>Half range Cosine series, </br>Odd and even functions, </br>Half-range sine series, </br>Tutorial 1, </br>Tutorial 3, </br>Harmonic Analysis, </br>Problems on Harmonic Analysis, </br>Parseval’s identity ., </br>Introduction and Application of General Fourier series- Dirichlet’s conditions, </br>Properties of Fourier Transforms, </br>Introduction and Application of Fourier transforms, </br>Fourier transform, </br>Tutorial 4, </br>Fourier sine Transforms, </br>Fourier cosine Transforms, </br>Transform of Simple functions, </br>Tutorial 5, </br>Inverse Fourier Transform, </br>Convolution theorem, </br>Parsevals Identity, </br>Tutorial 6
