- Course creator, Lecturer: Solange Dr Nyiraguhirwa
- Lecturer: Patrick Dr. RUGWIRO
- Lecturer: Jean Paul Niyonshuti
- Lecturer: Fabien NSANZABERA
- Lecturer: BIGIRIMANA Dr. Joseph
- Lecturer: Jean De Dieu IRADUKUNDA
By the end of this module, the student teacher will be able to:
-Understand the basic types of differential equations (ordinary and partial).
-Classify differential equations by order, linearity, and separability.
-Solve first-order differential equations using standard techniques.
-Solve higher-order linear differential equations with constant coefficients.
-Apply methods for systems of differential equations.
-Use Laplace transforms to solve differential equations.
-Model real-world problems using differential equations.
-Interpret solutions graphically and analytically.
-Understand stability and behavior of solutions.
-Use numerical methods when analytical solutions are not possible.
-Understand the basic types of differential equations (ordinary and partial).
-Classify differential equations by order, linearity, and separability.
-Solve first-order differential equations using standard techniques.
-Solve higher-order linear differential equations with constant coefficients.
-Apply methods for systems of differential equations.
-Use Laplace transforms to solve differential equations.
-Model real-world problems using differential equations.
-Interpret solutions graphically and analytically.
-Understand stability and behavior of solutions.
-Use numerical methods when analytical solutions are not possible.
- Lecturer: Benjamin HAFASHIMANA
- Lecturer: Jean Claude HARINDIMANA
- Lecturer: Jean De Dieu IRADUKUNDA
- Lecturer: Gabriel NSHIZIRUNGU