Lectures	Sections in Text	Brief Description
Monday 3/24	1.1-1.3	Introduction
Wednesday 3/26	2.1, 2.2	Integrating factors, separable equations, Picard's Theorem
Friday 3/28	2.3-2.6	Singularity, slope fields, exact equations
Monday 3/31	2.6	Exact equations and integrating factors
Wednesday 4/2	3.1	Second order constant coefficient linear homogenous ODEs: some examples
Friday 4/4	3.7-3.8	Hooke's law and the spring
Monday 4/7	3.1-3.4	Second order equations
Wednesday 4/9	3.5, 3.6	Variation of Parameters
Friday 4/11	4.1-4.3	Nth order homogeneous equations
Monday 4/14	7.1-7.5	Systems of equations, eigenvalues and eigenvectors
Wednesday 4/16	7.6	Complex roots
Friday 4/18	7.8	Repeated roots
Monday 4/21		Review for Midterm
Wednesday 4/23	9.1-9.3	Nonlinear systems, critical points, phase portrait
Friday 4/25	9.4, 9.5	More nonlinear examples, competing species
Monday 4/28	5.1, 5.2	Series solutions at ordinary points, paper topic
Wednesday 4/30	5.3	Series solutions at ordinary points
Friday 5/2	5.5	Series solutions at singular points
Monday 5/5	5.6	Series solutions at singular points, paper check-in
Wednesday 5/7	5.7	Nonlinear, Lorenz equation
Friday 5/9	10.1, 10.5, 10.6	Heat Equation
Monday 5/12	10.2, 10.3	Fourier Series
Wednesday 5/14		Diffusion, Paper check-in
Friday 5/16	10.7	Wave equation: string
Monday 5/19	10.7	Wave equation: string and rectangular drum
Wednesday 5/21	10.7	Wave equation: round drumhead
Friday 5/23		Review
Monday 5/26		NO CLASS!
Wednesday 5/28		Review