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Lineare Algebra für Ingenieurwissenschaften
Linear Algebra for Engineering Sciences

6

German

#20363 / #2

WS 2017/18 - SS 2019

Fakultät II

MA 5-3

Institut für Mathematik

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Fackeldey, Konstantin

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abacus@math.tu-berlin.de

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POS-Nummer PORD-Nummer Modultitel
10030 14555 Lineare Algebra für Ingenieurwissenschaften
10600 7669 Lineare Algebra für Ingenieurwissenschaften
11030 11655 Lineare Algebra für Ingenieurwissenschaften
10400 11447 Lineare Algebra für Ingenieurwissenschaften

Learning Outcomes

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Content

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Module Components

Pflicht:

All Courses are mandatory.

Course Name Type Number Cycle Language SWS
Lineare Algebra für Ingenieurwissenschaften VL 3236 L 002 WS/SS German 2
Lineare Algebra für Ingenieurwissenschaften UE 002 WS/SS German 2

Workload and Credit Points

Lineare Algebra für Ingenieurwissenschaften (VL):

Workload description Multiplier Hours Total
No information 15.0 2.0h 30.0h
No information 15.0 2.0h 30.0h
60.0h(~2 LP)

Lineare Algebra für Ingenieurwissenschaften (UE):

Workload description Multiplier Hours Total
No information 15.0 4.0h 60.0h
No information 15.0 2.0h 30.0h
90.0h(~3 LP)

Course-independent workload:

Workload description Multiplier Hours Total
No information 1.0 30.0h 30.0h
30.0h(~1 LP)
The Workload of the module sums up to 180.0 Hours. Therefore the module contains 6 Credits.

Description of Teaching and Learning Methods

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Requirements for participation and examination

Desirable prerequisites for participation in the courses:

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Mandatory requirements for the module test application:

1. Requirement:
Leistungsnachweis Lineare Algebra für Ingenieurwissenschaften

Module completion

Grading

graded

Type of exam

Written exam

Language

German

Duration/Extent

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Duration of the Module

This module can be completed in one semester.

Maximum Number of Participants

This module is not limited to a number of students.

Registration Procedures

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Recommended reading, Lecture notes

Lecture notes

Availability:  unavailable

Electronical lecture notes

Availability:  available

Literature

Recommended literature
Meyberg/Vachenauer:Höhere Mathematik 1 und 2, Springer-Lehrbuch

Miscellaneous

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