Laboratoriotekniikan algebra ja geometria (3cr)

Code: 5O00CR01-3001

General information

Enrolment period: 27.07.2015 - 06.09.2015; Registration for the implementation has ended.

Timing: 01.08.2015 - 25.10.2015; Implementation has ended.

Credits: 3 cr

Mode of delivery: Contact learning

Unit: Laboratory Engineering

Campus: TAMK Main Campus

Teaching languages: Finnish

Degree programmes: Degree Programme in Laboratory Engineering

Teachers: Matti Vaarma

Person in charge: Matti Vaarma

Course: 5O00CR01

Objectives (course unit)

The student is able to:
- modify and work with mathematical expressions related to technical sciences
- solve equations related to technical sciences
- calculate areas and volumes of simple geographic objects
- the basic operations of 2-dimensional vectors

Content (course unit)

- scientific notation
- unit conversions
- logarithm
- percent calculations (especially those related to chemistry)
- solving linear and quadratic equations
- writing and modifying mathematical expressions
- circle, cylinder
- 2-dimensional vectors: summation and multiplication with real numbers

Exam schedules

KOE ti 20.10 klo 1415 - 1545, H2-26, ei vaadi ilmoittautumista
UUSINTA ke 18.11, 1700 - 2000, D1-04, tenttiWilho
UUSINTA ke 9.12, 1700 - 2000, D1-04, tenttiWilho (VAIN TÄMÄ ARVOSANAN KOROTTAMISEEN)

Assessment methods and criteria

Exam

Assessment scale

0-5

Teaching methods

Contact teaching, written homework

Learning materials

E-book, see the Tabula-pages of the course

Content scheduling

1. Aloitus + Kymmenpotenssi + Merkitsevät numerot
2. Merkitsevät numerot + Pyöristäminen + Merkitsevät numerot laskutoimituksissa + Yksikkömuunnokset
3. Yksikkömuunnokset + Yksikkötarkastelu
4. Yksikkötarkastelu + Logaritmi
5. Ensimmäisen asteen yhtälö + Verranto
6. Verranto + Prosentti
7. Prosentti + Toisen asteen yhtälö
8. Toisen asteen yhtälö + Tasokuviot
9. Tasokuviot + Avaruuskappaleet
10. Vektorien määritelmä + Vektorien välinen kulma
11. Vektorisumma
12. Vektorisumma + Vektorien kertominen reaaliluvulla
13. Kertaus
14. Tentti

Further information

Attendance not required (expect for the students already having grade 0)

Assessment criteria - satisfactory (1-2) (Not in use, Look at the Assessment criteria above)

The student is able to use the basic content of the course and solve simple applications, that are similar to the assigments covered in the course.

Assessment criteria - good (3-4) (Not in use, Look at the Assessment criteria above)

In addition to former, the student is able to apply the content of the course to different situations and judge the solutions.

Assessment criteria - excellent (5) (Not in use, Look at the Assessment criteria above)

In addition to former, the student has a throughout view of the contents of the course and applications and the studen can present and judge the chosen methods of solution.