285 DIFFERENTIAL EQUATIONS (3+0) 3 credits
Theory and solving techniques for constant and variable coefficient linear equations and a variety of non-linear equations. Emphasis on those differential equations arising from real-world phenomena. Prerequisite: MATH 283 (or 182 with permission of instructor).
Fall 2004
    5 Quizzes                       25 points each (drop 1)
    5 Homework Assignments          10 points each
    Recitation/Participation        25 points
    1 Midterm Exam                 100 points
    1 Final Exam                   100 points
    -------------------------------------------------------
                                   375 points total
#   Date     Chapter     Topic
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1   Aug 23   2.2         Separation of Variables
2   Aug 25   2.3         Variation of Parameters
3   Aug 27               Recitation (attendance required)
4   Aug 30   2.4         Exact Equations
5   Sep 1    2.5         Solution by Substitution
    Final date for adding classes; changing from letter grade to S/U;
    changing from S/U to letter grade; changing from audit to credit.
    Final date for late registration and paying registration fees; to
    receive 100 percent refund if completely withdrawing from the
    university; to receive refunds for dropping individual classes.
6   Sep 3                QUIZ 1
    Sep 6    
    Labor Day Holiday.  Offices closed/ No classes
7   Sep 8    2.1         Direction Fields
8   Sep 10   2.6         Numerical Solutions
9   Sep 13   9.1         Error Analysis
10  Sep 15   9.2         Runge-Kutta Methods
11  Sep 17               Computer Lab (attendance required)
12  Sep 20               QUIZ 2
13  Sep 22   8.1         Systems of Linear First Order Equations
14  Sep 24   8.2.1       Distinct Real Eigenvalues
15  Sep 27   8.2.2       Repeated Eigenvalues
16  Sep 29   8.2.3       Complex Eigenvalues
17  Oct 1                Recitation (attendance required)
18  Oct 4    8.3         Variations of Parameters
19  Oct 6    8.4         Matrix Exponential
20  Oct 8                Review
21  Oct 11               MIDTERM EXAM
22  Oct 13   1.2         Existence of a Unique Solution
23  Oct 15   4.1.1       Initial-Value and Boundary-Value Problems
    Final date for dropping classes.
24  Oct 18   4.1.2       Homogeneous Equations
25  Oct 20   4.1.3       Nonhomogeneous Equations
26  Oct 22               QUIZ 3
27  Oct 25   4.2         Reduction of Order
28  Oct 27   4.3         Constant Coeficients
    Oct 29
    Nevada Day Holiday (observed).  Offices closed/ No classes.
29  Nov 1    4.4         Superposition Approach
30  Nov 3    4.5         Annihilator Approach
31  Nov 5                Recitation (attendance required)
32  Nov 8    4.6         Variation of Parameters
33  Nov 10               Review
    Nov 11
    Veteran's Day Holiday.  Offices closed/ No classes.
34  Nov 12               QUIZ 4
35  Nov 15   7.1         Definition of the Laplace Transform
36  Nov 17   7.2         Inverse Transform
37  Nov 19               Recitation (attendance required)
38  Nov 22   7.3.1       Translation on the s-axis
39  Nov 24   7.3.2       Translation on the t-axis
    Nov 25
    Thanksgiving Day Holiday.  Offices closed/ No classes.
    Family Day Holiday.  Offices closed/ No classes.
40  Nov 29   7.4         Additional Operational Properites
41  Dec 1    7.5         Dirac Delta Function
42  Dec 3                QUIZ 5
    Dec 4
    Winter Commencement is held in Lawlor Events Center.
43  Dec 6                Review