Mathematics 1Laajuus (5 cr)
Code: 5N00DL83
Credits
5 op
Objectives
Student is able to:
- understand basic terminology of geometry and trigonometry
- calculate areas and volumes of two- and three-dimensional objects
-use equations involving trigonometric functions and recognize graphs of them
- apply vectors to technical problems
- perform calculations with complex numbers
- perform basic calculations with matrices and apply them in practical problems
Content
Geometry, areas and volumes, trigonometry, trigonometric functions and their properties, vector calculus and applications, complex numbers, matrices, group of linear equations.
Assessment criteria, satisfactory (1-2)
Understanding of basic concepts related to course topics. Capability to calculate exercises that are similar to discussed examples.
Assessment criteria, good (3-4)
Understanding of basic and advanced concepts related to course topics. Ability to apply them in basic technical problems.
Assessment criteria, excellent (5)
In addition, ability to apply course topics in advanced problems.
Enrolment period
23.07.2022 - 14.09.2022
Timing
05.09.2022 - 23.12.2022
Credits
5 op
Mode of delivery
Contact teaching
Unit
Software Engineering
Campus
TAMK Main Campus
Teaching languages
- English
Degree programmes
- Bachelor's Degree Programme in Software Engineering
Teachers
- Sara Nortunen
- Miika Huikkola
Person in charge
Miika Huikkola
Groups
-
22I260EBDegree Programme in Software Engineering
-
22TEMA
Objectives (course unit)
Student is able to:
- understand basic terminology of geometry and trigonometry
- calculate areas and volumes of two- and three-dimensional objects
-use equations involving trigonometric functions and recognize graphs of them
- apply vectors to technical problems
- perform calculations with complex numbers
- perform basic calculations with matrices and apply them in practical problems
Content (course unit)
Geometry, areas and volumes, trigonometry, trigonometric functions and their properties, vector calculus and applications, complex numbers, matrices, group of linear equations.
Assessment criteria, satisfactory (1-2) (course unit)
Understanding of basic concepts related to course topics. Capability to calculate exercises that are similar to discussed examples.
Assessment criteria, good (3-4) (course unit)
Understanding of basic and advanced concepts related to course topics. Ability to apply them in basic technical problems.
Assessment criteria, excellent (5) (course unit)
In addition, ability to apply course topics in advanced problems.
Location and time
Dates and times are shown in Tuni Moodle.
Exam schedules
-
Assessment methods and criteria
The course grade will be determined based on the following themes:
Lesson activity max 20 points
Lesson exercises max 20 points
Given assignments max 30 points
Reports on given topics max 30 points
Exercises, assignments and reports to be returned in Moodle. The reports and assignments may include a presentation of the subject to the class. Some of the reports and assignments may be done in groups.
The weight of the theme on the grade in parentheses.
Necessary condition for course completion is 70% class attendance.
The grade thresholds as a percentage of the maximum possible score.
35%: 1
50%: 2
65%: 3
80%: 4
90%: 5
Assessment scale
0-5
Teaching methods
Contact teaching, Independent learning, Lesson excercises, Homework, Group work, Problem-based learning, Collaborative learninng. Excercise assignments, Question-based teaching, Question-based learning, PC-excercises
Learning materials
Material, theory and exercises can be found in Tuni Moodle. If necessary, a student can use math books he/she has used before and/or online sources to obtain more information about the topics. A student can also borrow books in a local library.
Content scheduling
Topics are shown in Tuni Moodle.
Completion alternatives
To be negotiated with Teacher. Teacher has no obligation whatsoever to permit an alternative way to complete the course.
Enrolment period
23.07.2022 - 15.09.2022
Timing
22.08.2022 - 23.12.2022
Credits
5 op
Mode of delivery
Contact teaching
Unit
ICT Engineering
Campus
TAMK Main Campus
Teaching languages
- English
Degree programmes
- Bachelor's Degree Programme in Software Engineering
Teachers
- Lauri Judin
Person in charge
Miika Huikkola
Groups
-
22I260EA
Objectives (course unit)
Student is able to:
- understand basic terminology of geometry and trigonometry
- calculate areas and volumes of two- and three-dimensional objects
-use equations involving trigonometric functions and recognize graphs of them
- apply vectors to technical problems
- perform calculations with complex numbers
- perform basic calculations with matrices and apply them in practical problems
Content (course unit)
Geometry, areas and volumes, trigonometry, trigonometric functions and their properties, vector calculus and applications, complex numbers, matrices, group of linear equations.
Assessment criteria, satisfactory (1-2) (course unit)
Understanding of basic concepts related to course topics. Capability to calculate exercises that are similar to discussed examples.
Assessment criteria, good (3-4) (course unit)
Understanding of basic and advanced concepts related to course topics. Ability to apply them in basic technical problems.
Assessment criteria, excellent (5) (course unit)
In addition, ability to apply course topics in advanced problems.
Assessment scale
0-5