Date	Sections of Text	Topics
Wednesday, Aug. 22	1.1 - 1.2	Solutions and initial value problems
Friday, Aug. 24	1.3	Direction fields
Monday, Aug. 27	1.4	Euler approximation
Wednesday, Aug. 29	2.1 - 2.2	Separable equations
Friday, Aug. 31	2.3	First-order linear equations
Wednesday, Sept. 5	2.4	Exact equations
Friday, Sept. 7	pp. 34 - 36	Autonomous equations, phase line
Monday, Sept. 10	3.2	Compartmental analysis
Wednesday, Sept. 12	3.4	Newtonian mechanics
Friday, Sept. 14	4.1 - 4.2	Second-order linear equations; homogeneous equation: real roots
Monday, Sept. 17	4.3	Homogeneous equation: complex roots
Wednesday, Sept. 19		Review
Friday, Sept. 21		Test 1
Monday, Sept. 24	4.4	Undetermined coefficients
Wednesday, Sept. 26	4.5	Superposition principle
Friday, Sept. 28	4.6	Variation of parameters
Monday, Oct. 1	4.8 - 4.9	Mechanical vibrations
Wednesday, Oct. 3	4.8 - 4.9	Mechanical vibrations
Friday, Oct. 5	7.1 - 7.2	Laplace transforms
Monday, Oct. 8	7.3	Properties of Laplace transforms
Wednesday, Oct. 10	7.4	Inverse Laplace transforms
Monday, Oct. 15	7.5	Solving initial value problems
Wednesday, Oct. 17	7.6	Discontinuous functions
Friday, Oct. 19	7.8	Delta function
Monday, Oct. 22		Review
Wednesday, Oct. 24		Test 2
Friday, Oct. 26	9.1 - 9.2	Linear algebraic equations
Monday, Oct. 29	9.3	Matrices and vectors
Wednesday, Oct. 31	9.4	Linear systems in normal form
Friday, Nov. 2	9.5	Real eigenvalues
Monday, Nov. 5	9.6	Complex eigenvalues
Wednesday, Nov. 7	5.4, 12.2	Geometry of linear systems
Friday, Nov. 9	5.5	Coupled mass-spring systems
Monday, Nov. 12	9.7	Nonhomogeneous linear systems
Wednesday, Nov. 14		Review
Friday, Nov. 16		Test 3
Monday, Nov. 19	12.1	Phase plane for nonlinear systems
Monday, Nov. 26	12.3	Linearization
Wednesday, Nov. 28	12.4	Energy methods
Friday, Nov. 30		Projects
Monday, Dec. 3		Projects
Wednesday, Dec. 5		Projects
Friday, Dec. 7		Review

The final exam is Friday, Dec. 14, 8:00 - 11:00 a.m., in the usual room.

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