Differential and Difference Equations 420-IS1-2RRR
Course profile: general
Form of study: full-time
Course type: optional
Year/semester of study: 2 / 3
Prerequisites (sequential system of courses and exams): none
Lecture: 15 Exercise classes: 15
Teaching methods: lectures, exercises
ECTS credits: 2
Balance of student workload:
Class attendance:
- lecture 15h
- Exercise classes 15h
Preparation for classes:
- exercises 7h
Literature study: 5h
Reports, homework: 4h
Preparation for the test: 4h
Preparation for the assessment: 5h
Assessment duration: 1h
Individual consultation with the teacher: 3h
Student workload:
With direct interaction with the teacher: 34h, 1 ECTS
Without direct interaction with the teacher: 25h, 1 ECTS
Type of course
Mode
Blended learning
(in Polish) w sali
Prerequisites
Course coordinators
Learning outcomes
1. The student knows the basic concepts of ordinary differential equations and initial conditions, understands the difference between general and particular solutions. KA6_WG1
2. The student can describe the basic types of ordinary first-order differential equations and discuss the methods used to solve them. KA6_WG1
3. The student can list and discuss second-order differential equations, knows the methods of solving elementary second-order equations by reducing to first order. KA6_WG1
4. The student can obtain a general solution for differential equations with separated variables and determine a particular solution for given initial conditions. KA6_UW2
5. The student is able to apply the correct substitution to the differential equation to reduce it to the equation with separated variables. KA6_UW2
6. The student can choose the right methods for solving heterogeneous differential equations. KA6_UW2
7. The student can convert elementary equations of the second order to the first order. KA6_UW2
8. Creatively solves problems. KA6_KO1
9. Can systematically complement knowledge about differential and difference equations. KA6_UU1
Assessment criteria
The general form of assessment: written test
In the case of distance learning, the assessment will be proceed using the tools available on the eduportalplatform or using USOS mail.
Bibliography
M.L.Krasnov, A.I.Kiselyov, G.I.Makarenko, A Book of problems in Ordinary Differential Equations, Mir Publishers Moscow 1989.
W.Kohler, L. Johnson, Elementary differential equations, Addison-Wesley, Boston 2003.
Additional information
Additional information (registration calendar, class conductors, localization and schedules of classes), might be available in the USOSweb system: