University of Memphis  –  Spring 2021			MATH 2120
Dept Math Sciences – D. P. Dwiggins			Differential Equations
	TUESDAY		THURSDAY
	Jan 19		Jan 21
	§§ 1.1-2	Introduction to	§§ 1.2-3	Initial Value
		ODEs and PDEs		Problems
	Jan 26		Jan 28
	§§ 2.1-2	Types of	§§ 2.2-3	Separable and
		Solutions		Linear Equations
	Feb 2		Feb 4	HW 1 Due
	§§ 2.4-5	Exact Equations,	§§ 2.5-6	Other Methods
		Bernoulli Equation		of Solving DE's
	Feb 9
	§§ 3.1-3	Stability and	Snow Day
		Instability
	HW # 2 Due		Snow Day
	Feb 23		Feb 25
	REVIEW		Test # 1
			Chapters 1, 2, 3
	March 2		March 4
	§§ 4.1-3	Higher Ordered	§§ 4.4-5	Undetermined
		IVPs and BVPs		Coefficients
			March 11
	Spring Break # 1		§§ 4.5-6	Variation of
				Parameters
	March 16		March 18	HW 3 Due
	§§ 4.7-8	Euler's Equation,	§§ 5.1-3	Vibrations and
		Green's Functions		RLC Circuits
	March 23		March 25
	§§ 6.1-2	Power Series	§§ 6.2-3	Series
		Methods		Solutions
	March 30		April 1	HW 4 Due
	§ 6.4	Special	REVIEW
		Functions
	April 6
	Test # 2		Spring Break # 2
	Chapters 4, 5, 6
	April 13		April 15
	§§ 8.2-3	Linear Systems	§ 8.4	The Matrix
		of ODEs		Exponential Solution
	April 20		April 22	HW 5 Due
	§§ 7.1-2	Laplace	§§ 7.2-3	Transform
		Transforms		Solutions
	April 27
	REVIEW		Study Day
	Final Exam to be announced later