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Engineering Mathematics (5 cr)

Code: TX00CN47-3011

General information


Enrollment
02.05.2023 - 20.08.2023
Registration for the implementation has ended.
Timing
21.08.2023 - 17.12.2023
Implementation has ended.
Number of ECTS credits allocated
5 cr
Local portion
5 cr
Mode of delivery
On-campus
Unit
(2019-2024) School of ICT
Campus
Karaportti 2
Teaching languages
Finnish
Seats
60 - 90
Degree programmes
Industrial Management
Teachers
Rakel Peltola
Groups
TXQ23S1-A
Industrial Management, Group A
TXQ23S1-B
Industrial Management, Group B
Course
TX00CN47

Implementation has 34 reservations. Total duration of reservations is 85 h 0 min.

Time Topic Location
Mon 21.08.2023 time 09:30 - 12:00
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME761 Oppimistila
Tue 22.08.2023 time 09:30 - 12:00
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME762 Oppimistila
Mon 28.08.2023 time 09:30 - 12:00
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME761 Oppimistila
Tue 29.08.2023 time 09:30 - 12:00
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME762 Oppimistila
Mon 04.09.2023 time 09:30 - 12:00
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME761 Oppimistila
Tue 05.09.2023 time 09:30 - 12:00
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME762 Oppimistila
Mon 11.09.2023 time 09:30 - 12:00
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME761 Oppimistila
Tue 12.09.2023 time 09:30 - 12:00
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME762 Oppimistila
Mon 18.09.2023 time 09:30 - 12:00
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME761 Oppimistila
Tue 19.09.2023 time 09:30 - 12:00
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME762 Oppimistila
Tue 26.09.2023 time 09:30 - 12:00
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
Tue 26.09.2023 time 09:30 - 12:00
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
Mon 02.10.2023 time 09:30 - 12:00
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME761 Oppimistila
Tue 03.10.2023 time 09:30 - 12:00
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME762 Oppimistila
Mon 09.10.2023 time 09:30 - 12:00
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME761 Oppimistila
Tue 10.10.2023 time 09:30 - 12:00
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME762 Oppimistila
Thu 26.10.2023 time 13:00 - 15:30
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME762 Oppimistila
Fri 27.10.2023 time 09:00 - 11:30
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME761 Oppimistila
Thu 02.11.2023 time 13:00 - 15:30
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME762 Oppimistila
Fri 03.11.2023 time 09:00 - 11:30
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME761 Oppimistila
Thu 09.11.2023 time 13:00 - 15:30
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
Thu 09.11.2023 time 13:00 - 15:30
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
Thu 16.11.2023 time 13:00 - 15:30
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME762 Oppimistila
Fri 17.11.2023 time 09:00 - 11:30
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME761 Oppimistila
Thu 23.11.2023 time 13:00 - 15:30
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME762 Oppimistila
Fri 24.11.2023 time 09:00 - 11:30
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME761 Oppimistila
Thu 30.11.2023 time 13:00 - 15:30
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME762 Oppimistila
Fri 01.12.2023 time 09:00 - 11:30
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME761 Oppimistila
Thu 07.12.2023 time 13:00 - 15:30
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME762 Oppimistila
Fri 08.12.2023 time 09:00 - 11:30
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME761 Oppimistila
Thu 14.12.2023 time 13:00 - 15:30
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
Thu 14.12.2023 time 13:00 - 15:30
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
Fri 26.01.2024 time 16:00 - 18:30
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KME759 Oppimistila
Fri 01.03.2024 time 16:00 - 18:30
(2 h 30 min)
Insinöörimatematiikka TX00CN47-3011
KMD550 Oppimistila
Changes to reservations may be possible.

Objective

After completing the course the student has made progress in
mathematical thinking and problem solving, especially in the context of engineering. After completing the course the student has reliable command of basic mathematical methods. The student is able to model phenomena in natural sciences and economics, applying computer methods when appropriate. The student understands the main mathematical concepts and structures and he/she perceives them as the analytical foundation of industrial management.

Content

• Algebra and equations
• Functions
• Vectors
• Differential calculus
• Integral calculus

Content scheduling

- Polynomit, murtolauseke
- Lineaarinen yhtälö, epäyhtälö
- Lineaarinen yhtälöpari ja -ryhmä sovelluksineen, Gaussin eliminointimenetelmä
- Funktio, lineaarifunktio ja muita
- Talousmalleja funktioiden sovelluksena
- Potenssit, logaritmit: sievennykset ja sovellukset
- Eksponentti- ja logaritmifunktio
- Raja-arvon käsite, erotusosamäärä, derivaatan määritelmä
- Derivointikaavat ja sovellukset
- Toinen derivaatta ja käännepiste
- Integrointi, määrätty integraali, säännöt ja sovellukset
- Vektorit: peruskäsitteet, pistetulo, sovellukset

Evaluation scale

0-5

Assessment criteria, satisfactory (1)

The student has achieved the course objectives fairly. Students will be able to identify, define and use the concepts and models in the subject area. The student understands the criteria and principles of the expertise development.

Assessment criteria, good (3)

The student has achieved the course objectives well, even though the knowledge and skills need improvement in some areas. The student is able to define the course concepts and models and is able to justify the analysis. The student is able to apply the knowledge in study and work situations in the own field. The student understands the importance of expertise in the field of business and is able to analyze his/her own expertise.

Assessment criteria, excellent (5)

The student has achieved the objectives of the course with excellent marks. The student masters commendably the concepts and models in the course. The student is able to make justified and fluent analysis and to present concrete development measures. The students are well prepared to apply their knowledge in study and work situations. Students are able to analyze the business sector expertise and the evolvement of their own expertise.

Assessment criteria, approved/failed

The student has achieved the course objectives fairly. Students will be able to identify, define and use the concepts and models in the subject area. The student understands the criteria and principles of the expertise development.

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