MTH 240 Lecture Resources

Steve Kifowit, Waubonsee Community College

Section 1.1 - Intro to differential equations
Section 1.2 - Solving equations of the form
Section 1.3 - Slope fields and solution curves
Section 1.4 - Separable equations
Section 1.5 - 1st-order linear equations
Section 1.6 - Exact equations and substitutions
Sections 2.1-2.3 - General linear ODE's
Section 2.4 - Free mechanical vibrations
Section 2.5 - Nonhomogenous linear ODE's
Section 3.1 - Introduction to power series solutions
Section 3.2 - Power series solutions around ordinary points
Section 4.1 - Intro to Laplace transforms
Section 4.2 - Transformation of initial value problems
Section 4.3 - Translation and partial fractions
Section 4.4 - Other properties of Laplace transforms
Section 8.1 - Fourier series
Section 8.2 - General Fourier series and convergence
Section 8.3 - Fourier sine and cosine series
Section 8.5 - The heat equation and separation of variables

Last updated December 9, 2020

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