Engineering mathematics 1 (5cr)
Code: TY00EY55-3020
General information
- Enrollment
- 10.11.2025 - 21.11.2025
- Registration for introductions has not started yet.
- Timing
- 12.01.2026 - 31.05.2026
- The implementation has not yet started.
- Number of ECTS credits allocated
- 5 cr
- Local portion
- 5 cr
- Mode of delivery
- Contact learning
- Unit
- Department of Forestry, Food and Environmental Technology
- Campus
- Mikkeli Campus
- Teaching languages
- Finnish
- Seats
- 20 - 40
- Degree programmes
- Degree Programme in Environmental Technology
- Teachers
- Liisi Rajala
- Teacher in charge
- Liisi Rajala
- Groups
-
YTMI25SMEnvironmental Technology, part-time studies
- Course
- TY00EY55
Realization has 17 reservations. Total duration of reservations is 34 h 30 min.
Time | Topic | Location |
---|---|---|
Fri 16.01.2026 time 09:00 - 10:30 (1 h 30 min) |
Insinöörimatematiikka 1 TY00EY55-3020 |
A235
Teorialuokka
|
Fri 23.01.2026 time 09:00 - 11:30 (2 h 30 min) |
Insinöörimatematiikka 1 TY00EY55-3020 |
A241
Teorialuokka
|
Thu 05.02.2026 time 08:15 - 10:45 (2 h 30 min) |
Insinöörimatematiikka 1 TY00EY55-3020 |
Etäopetus lukujärjestyksen mukaan
|
Fri 13.02.2026 time 10:45 - 12:15 (1 h 30 min) |
Insinöörimatematiikka 1 TY00EY55-3020 |
A235
Teorialuokka
|
Fri 20.02.2026 time 09:00 - 11:30 (2 h 30 min) |
Insinöörimatematiikka 1 TY00EY55-3020 |
A235
Teorialuokka
|
Thu 12.03.2026 time 08:15 - 10:45 (2 h 30 min) |
Insinöörimatematiikka 1 TY00EY55-3020 |
Etäopetus lukujärjestyksen mukaan
|
Fri 20.03.2026 time 09:00 - 12:00 (3 h 0 min) |
Ryhmä B: Insinöörimatematiikka 1 TY00EY55-3020 |
A235
Teorialuokka
|
Fri 20.03.2026 time 13:30 - 16:30 (3 h 0 min) |
Ryhmä A: Insinöörimatematiikka 1 TY00EY55-3020 |
A235
Teorialuokka
|
Fri 27.03.2026 time 13:00 - 14:30 (1 h 30 min) |
Insinöörimatematiikka 1 TY00EY55-3020 |
A235
Teorialuokka
|
Fri 10.04.2026 time 15:15 - 16:45 (1 h 30 min) |
Insinöörimatematiikka 1 TY00EY55-3020 |
A235
Teorialuokka
|
Thu 16.04.2026 time 08:15 - 09:45 (1 h 30 min) |
Insinöörimatematiikka 1 TY00EY55-3020 |
Etäopetus lukujärjestyksen mukaan
|
Fri 17.04.2026 time 09:30 - 11:00 (1 h 30 min) |
Ryhmä B: Insinöörimatematiikka 1 TY00EY55-3020 |
A232
Teorialuokka
|
Fri 17.04.2026 time 11:45 - 13:15 (1 h 30 min) |
Ryhmä A: Insinöörimatematiikka 1 TY00EY55-3020 |
A232
Teorialuokka
|
Fri 24.04.2026 time 09:30 - 11:00 (1 h 30 min) |
Ryhmä A: Insinöörimatematiikka 1 TY00EY55-3020 |
A232
Teorialuokka
|
Fri 24.04.2026 time 11:45 - 13:15 (1 h 30 min) |
Ryhmä B: Insinöörimatematiikka 1 TY00EY55-3020 |
A232
Teorialuokka
|
Thu 30.04.2026 time 08:15 - 10:45 (2 h 30 min) |
Insinöörimatematiikka 1 TY00EY55-3020 |
Etäopetus lukujärjestyksen mukaan
|
Fri 15.05.2026 time 09:00 - 11:30 (2 h 30 min) |
Insinöörimatematiikka 1 TY00EY55-3020 |
A232
Teorialuokka
|
Objective
You are able to use various types of equations and systems of equations in order to solve problems.
You know the most common real functions and their characteristics.
You know the basic properties of exponential and logarithmic functions and the nature of exponential increase.
You are able to apply the methods of geometry to solve problems related to your field of study.
You know the central properties of vectors and know how to apply them.
You use the mathematical tools appropriately.
You understand and know how to calculate the mathematical applications related to your field of study.
Content
How to investigate, model and represent the interdependencies between different things?
How can you apply the problem solving skills of different equations and systems of equations to practical problems?
How to deal with the problems related to exponential growth and decrease?
How to use the geometry and vectors in order to solve problems related to your field of study?
What mathematical tools exist and how to use them?
How to solve mathematical problems related to your field of study?
Evaluation
Students can
- use professional vocabulary systematically and communicate with others through them.
- outline mathematical problem sets.
- use the key models, methods, and tools of the professional field
Course material
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Study forms and methods
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RDI and work-related cooperation
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Timing of exams and assignments
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International cooperation
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Student workload
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Course part description
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Further information
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Evaluation scale
1-5
Assessment methods and criteria
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Qualifications
Completing the course requires basic competence in engineering mathematics.