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Functions in Korppi Korppi

15.13.2

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Nov/28/2020 10:32

MATP152 Approbatur 1A, 4 ECTS, itseopiskelukurssi, lv 2013-14 [home page]

Department of Mathematics and Statistics

Announcement:
The language used was temporarily changed. Personal information page allows you to save your language settings.
You cannot register for the course because the course has expired.
The registration deadline for this course passed 30.6.14 at 23:59.

General information

Home page: https://koppa.jyu.fi/kurssit/152694
Begins - ends: 1.9.13 - 30.6.14
Registration period: 5.6.13 at 0:00 - 30.6.14 at 23:59
Instructor(s): Mikko Saarimäki
Credits: 4 ECTS cr.
Languages: language(s) of instruction: suomi; completion language(s): suomi
Registered: 126
Organisations:Department of Mathematics and Statistics (MATHS), Mathematics (MAT)
Current events:Self study course. Study material in Finnish: course book, exercises with solutions, interactive illustrations and study videos.
Contents:Linear algebra and analytical geometry. We look at the real vector space and its geometry, familiarize ourselves with matrix computation and linear algebra, and apply the knowledge to analytical geometry.
Learning outcomes:The student has to understand when a problem is of linear type, put it into a coordinate free form, and solve simple problems. He has to see the geometric connection with lines, planes and their generalizations.
Prerequisites:High school mathematics.
Registration:In Korppi.</p>
Modes of study:Self study material in Finnish: Verkko-opiskelumateriaalia: Kurssille on painettu ja linkitetty verkkokirja, opiskelu- ja harjoittelutehtäviä sekä mallitenttejä ratkaisuineen, interaktiivisia havainnollistuksia ja opiskeluvideoita.
Completion mode:Final exam.
Course workload:Self study 120 h.
Schedule:Study year 2013–14.
Literature:Saarimäki: Vektoriyhtälöitä Approbatur 1A -kurssille (In Finnish). Lahtinen & Pehkonen: Matematiikkaa soveltajille 1 (luvut 1 ja 6) (In Finnish). Lay: Linear algebra and its applications.
Key words:mathematics, basic studies, approbatur, linear algebra, vector calculus, matrix calculus