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**A C T I V I T I E S**

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**Semester: ** Fall 2014-2015

**Instructor: **Prof. Dr. Billur Kaymakcalan

**e-mail**: billur.kaymakcalan@gmail.com

**Schedule:** Monday: 9:20-11:10, Thursday: 11:20-13:10

**Place:** R-213

**Catalog Description: ** Existence-uniqueness theorem of first order initial value problems. First order equations (Separable, exact, linear, etc.). Higher order linear ordinary differential equations. Constant coefficient equations. Reduction of order method, method of undetermined coefficients, method of variation of parameters. Cauchy-Euler equations. Power series solutions. The Laplace transform. Convolution integral. Solution of initial value problems using Laplace transform. Solution of systems of linear differential equations by simple elimination and by the Laplace transform.

**Textbook: **Fundamentals of Differential Equations, 6'th Edition, Nagle-Saff-Snider, ISBN# 0-321-14572-0

**Evaluation Criteria: **2 Midterms (%30), 1 Final (%40)

**Midterm 1****: Thursday, November 13, 2013 at 11:20 in R-213**

**Midterm 2****: Wednesday, December 17, 2014 at 9:20 in R-213**

__Final Exam__:

__Final Exam__: