Mathematics 1Laajuus (4 cr)
Code: TK00CK28
Credits
4 op
Teaching language
- Finnish
Responsible person
- Arja Sirviö
Objective
To partly review and add to high school and vocational college mathematics, with the adoption of disciplined and determined working methods and to develop interaction skills.
Content
Number sets and calculations
Expressions and functions
Equations and systems of equations
Right-angled triangle and scalene triangle
Vectors
Materials
Insinöörin matematiikka, Holmlund Eero, Huuskonen Maija, Makkonen Heikki, Surakka Jarkko, Tuomenlehto Ari, Edita
Assessment criteria, excellent (5)
The students are able to describe verbal problems using mathematical language and are able to interpret the significance of the results to assignments that arise during their professional studies.
A commendable level requires that you get more than 90% of the maximum points in the exam.
Assessment criteria, good (3)
The students are able to carry out second degree equations and present them as diagrams. They are proficient in doing equation pairs and systems of equations.
A good level requires that you get about 70 - 80% of the maximum points in the exam.
Assessment criteria, satisfactory (1)
The students are proficient in expanding and simplifying the most common mathematical expressions. They able to form power and radical expressions and can do first degree equations.
A satisfactory level requires that approximately 50 - 60% of the maximum points in the exam are obtained.
Enrollment
26.07.2025 - 24.08.2025
Timing
25.08.2025 - 14.12.2025
Number of ECTS credits allocated
4 op
Mode of delivery
Contact teaching
Unit
Teknologia
Teaching languages
- Finnish
Degree programmes
- Bachelor’s Degree in Mechanical Engineering
Teachers
- Katja Komulainen
Groups
-
KKT25SKKT25S
Objective
To partly review and add to high school and vocational college mathematics, with the adoption of disciplined and determined working methods and to develop interaction skills.
Content
Number sets and calculations
Expressions and functions
Equations and systems of equations
Right-angled triangle and scalene triangle
Vectors
Materials
Insinöörin matematiikka, Holmlund Eero, Huuskonen Maija, Makkonen Heikki, Surakka Jarkko, Tuomenlehto Ari, Edita
Evaluation scale
0 - 5
Assessment criteria, excellent (5)
The students are able to describe verbal problems using mathematical language and are able to interpret the significance of the results to assignments that arise during their professional studies.
A commendable level requires that you get more than 90% of the maximum points in the exam.
Assessment criteria, good (3)
The students are able to carry out second degree equations and present them as diagrams. They are proficient in doing equation pairs and systems of equations.
A good level requires that you get about 70 - 80% of the maximum points in the exam.
Assessment criteria, satisfactory (1)
The students are proficient in expanding and simplifying the most common mathematical expressions. They able to form power and radical expressions and can do first degree equations.
A satisfactory level requires that approximately 50 - 60% of the maximum points in the exam are obtained.