Preparatory Mathematics (3 cr)

Materials

Videos in the learning environment, text files, automatic tests

Evaluation scale

Pass/Fail

Further information

Automatic tests
Exam

Student workload

Lectures, quided exercises and exam 30 h
Independent work and automatic tests 51 h

Assessment criteria, approved/failed

You are able to simplify simple polynomial- and rational expressions and evaluate expressions numerically. You recognise the difference between an expression and an equation. You can explain how simplifying an expression differs from the process of solving an equation. You are able to solve simple linear and quadratic polynomial equations. You can solve the edges and angles of right triangles. You can solve simple problems with equations. You know the notation for functions, are able to read the values of a function from a graph, and compute values of a given function using the functions expression. You recognise the equation of a line, are able to draw the line by using it, and you can determine the equation of a line from a picture.

Content scheduling

Schedule will be agreed on the first contact lesson of the course.

Exam schedules

Exam at week 41
Resits in weeks 43 and 47

Teaching language

en

Teaching methods

Guided exercises, booklet tasks, independent work, automatic tests, exam.

Location and time

Course is implemented between 28.8. - 15.10.

Number of ECTS credits allocated

3

Content

Basic algebraic operations, the notion of square root, rules for exponents, simplification of polynomial expressions and simple rational expressions, simple linear and quadratic polynomial equations, percentages, simple geometry and trigonometry for right triangles, basics of functions, verbal problems.

Objective

Course purpose

During this course you rehearse and reinforce mathematical knowledge and skills needed in the beginning of your studies.

Course competences

EUR-ACE: Knowledge and understanding 
Knowledge and understanding of the mathematics and other basic sciences underlying their engineering specialisation, at a level necessary to achieve the other programme outcomes.

Learning outcomes

After completing this course you recall basic algebraic operations and rules for numbers and symbols, and formulas related to common geometric shapes. You understand the difference between an expression and an equation. You are able to apply what you have learned to solve simple problems related to your own field of study.