Semester:Fall 2016 – 2017


Fahd Jarad, R-204, Office Hours : Tuesday, Thursday 11:20-12:10

Ekin Uğurlu, R-219, Office Hours: Tuesday 13:20-14:10, Thursday 10:20-11:10

The Resit Exam will be held on Friday 27/01/2017 at 10:00 in NA02.


  • Topics to be coverd in the Resit Exam
  1. ​Homogeneous equations with constan coefficients
  2. The method of undetermined coefficients
  3. The method of variation of parameters
  4. The Laplace transforms 
  5. Power series solutions
  6. Fourier Series
  7. Heat Equation

Sample exam problems for the final Exam

Also check this prolem: click


Catalog Description:

First order differential equations;

Separable, homogeneous, linear, Bernoulli and exact equations, integrating factors.

Higher order differential equations;

Reduction of order, second order equations, undetermined coefficients, variation of parameters, Cauchy-Euler equations, higher order equations.

Laplace transforms, convolution, unit step functions.

Power series solutions of differential equations;

Series solutions near ordinary points, series solutions near regular singular points (Frobenius Method)

Fourier Series.

Textbook:  N. S. Snider, Fundamentals of Differential Equations, Eighth Edition  

 Reference Book: Shepley L. Ross,  Differential Equations, 3rd Edition, John Wiley and Sons, 1984 9780471032946

Evaluation Criteria: 2 Midterm (%30 each), 1 Final (%40), (ATTENDENCE %5 Bonus)

Final Exam:        Tuesday 03/01/2017 at 10:00 

Make-up Exam:    Monday 16/01/2017 at 12:30

Resit Exam  :    Friday 27/01/2017 at 10:00

Answer key for the Final Exam