MA 441 - Advanced Engineering Mathematics I

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Course Information:

 MA 441 Course Syllabus
 MA 441 Assignments 
 Homework and exam schedule  Mask policy
 Video list
 Final Exam Schedule - Spring 2023
 How to upload homework



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Notes:

Last Day - 02
Last Day - 07

T4A - Solutions
T4B - Solutions

Practice final
Practice Test 3
Transform preliminaries
Transform solution of the wave equation
Line integral over curve along hemisphere
Practice Test 1
Practice Test 1 Solutions
Practice Test 2
Practice 2 Test Solutions

Table of Fourier transforms
Parametric description of surfaces
Torus
Surface integral - introduction
Additional surface integrals
Introduction to divergence
The Wave Equation and the Laplacian
Line integrals
Curl example
Faraday's Law
Stokes' Example
The Divergence Theorem
The heat equation
Laplace's Equation example
Fourier transform formula
When will the integral of f always be 0 ?
Ampere's and Faraday's Laws
Generalization of Green's Theorem
Stokes' example - semiellipse on z = y
Conservative vector fields
Stokes' example - spherical arc
Fourier - extra examples with step functions (Spring 2023)
Fourier Example : sin^2 Pi x with L = 1
Wave motion video
Standing Wave video
Wave Surface - Cross sections
Transform preliminaries
Nonhomogeneous boundary conditions