Date	Sections of Text	Topics
Tuesday, Jan. 10	1.1 - 1.2	Solutions and initial value problems
Thursday, Jan. 12	1.3 - 1.4	Direction fields, Euler approximation
Tuesday, Jan. 17	2.1 - 2.2	Separable equations
Thursday, Jan. 19	2.3 - 2.4	First-order linear equations, exact equations
Tuesday, Jan. 24	pp. 32 - 34 (pp. 34 -36 in 5th edition)	Autonomous equations, phase line
Thursday, Jan. 26	3.2, 3.4	Compartmental analysis, Newtonian mechanics
Tuesday, Jan. 31	4.1 - 4.2	Second-order linear equations; homogeneous equation: real roots
Thursday, Feb. 2	4.3	Homogeneous equation: complex roots, Review
Tuesday, Feb. 7	9.2	Linear algebraic equations, Test 1
Thursday, Feb. 9	4.4	Undetermined coefficients
Tuesday, Feb. 14	4.5 - 4.6	Superposition principle, variation of parameters
Thursday, Feb. 16	4.9 - 4.10	Mechanical vibrations
Tuesday, Feb. 21	7.1 - 7.2	Laplace transforms
Thursday, Feb. 23	7.3	Properties of Laplace transforms
Tuesday, Feb. 28	7.4 - 7.5	Inverse Laplace transforms, solving initial value problems
Thursday, Mar. 1	7.6	Discontinuous functions
Tuesday, Mar. 13	7.7 - 7.8	Convolution, delta function
Thursday, Mar. 15	9.3	Matrices and vectors, Review
Tuesday, Mar. 20	9.3	Matrices and vectors, Test 2
Thursday, Mar. 22	9.1, 9.4	Linear systems of differential equations
Tuesday, Mar. 27	9.5	Real eigenvalues
Thursday, Mar. 29	9.6, 5.6	Complex eigenvalues, coupled mass-spring systems
Tuesday, Apr. 3	9.7	Nonhomogeneous linear systems
Tuesday, Apr. 10	5.4	Geometry of linear systems
Thursday, Apr. 12	12.2	Geometry of linear systems (continued), Review
Tuesday, Apr. 17	12.1	Phase plane for nonlinear systems, Test 3
Thursday, Apr. 19	12.3	Linearization
Tuesday, Apr. 24	12.4	Energy methods
Thursday, Apr. 26		Review

The final exam is Tuesday, May 8, 1:00 - 4:00 p.m., in the usual room.

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