course-details-portlet

MGLU1103

Mathematics 1 (1-7) Module 1

Assessments and mandatory activities may be changed until September 20th.

Credits 15
Level Foundation courses, level I
Course start Spring 2027
Duration 1 semester
Language of instruction Norwegian
Location Trondheim
Examination arrangement Portfolio

About

About the course

Course content

The course focuses on mathematics didactical and mathematical topics that are important for teaching mathematics in grades 1-7. The mathematical topics include multiplication, division, fractions, statistics, and probability. The course combines mathematical understanding with didactical themes such as flexible strategies for calculation, the use of representations, communication patterns, and concept development. Teaching practices that students will work with across all mathematical and didactical themes include selecting and developing tasks, analyzing students’ thinking, and supporting students’ reasoning through meaningful questions and moves.

Learning outcome

Knowlegde

The candidate

  • has knowledge of mathematical learning and development processes, and of how to facilitate students’ participation in such processes
  • has knowledge of interaction patterns and communication for learning mathematics, as well as different perspectives on learning mathematics
  • has knowledge of various representations and the significance that the use of different representations may have for students’ learning
  • has knowledge of different types of mathematical tasks and the purposes that these types of tasks can serve

Skills

The candidate

  • can select and modify mathematical tasks to support students’ development of flexible strategies and exploration of mathematical relationships in mathematics teaching for all students in grades 1-7
  • can use teaching methods that promote students’ positive attitudes, creativity, reasoning, and ability to work systematically with exploratory activities
  • can communicate with students, listen to, assess, and make use of students’ contributions, and stimulate their mathematical thinking
  • can analyze and assess students’ ways of thinking, reasoning, and problem-solving methods from different perspectives on knowledge and learning

General Competence

The candidate

  • has insight into the significance of mathematics as a general-education subject
  • has insight into the importance of mathematics teaching for inclusion and the development of critical democratic competence
  • has insight into their own view of themselves as a future mathematics teacher

Learning methods and activities

The teaching will employ a variety of approaches, such as group work on tasks and cases from practice, workshop and station-based teaching, lectures, and presentations for fellow students. A large part of the teaching will be process-oriented, with a high degree of student activity. The course aims to communicate and engage students in scientific working methods. Exploratory learning processes are intended to promote students’ independence, analytical skills, and critical reflection. Some of the teaching activities will be linked to the practice period.

Compulsory assignments

  • Obligatory course work according to course description

Further on evaluation

Mandatory activities:

  • Up to 8 preparatory assignments for teaching, of which at least 75% must be approved
  • Planning, implementation, and presentation of a practice-related assignment
  • Up to 2 written assignments on didactical topics
  • Up to 2 assignments related to academic reading
  • Mandatory attendance in teaching, minimum 75%

All compulsory activities must be approved before the student can take the exam. Compulsory activities are assessed as approved/not approved. Activities may be individual or group-based and may include preparatory work, participation in learning activities, written reports, or submissions in multimedia form.

Examination:

Individual examination portfolio consisting of a selection of the compulsory assignments, submitted in full at the end of the semester. The portfolio contributions receive written or oral supervision during the semester. The selection of assignments is determined by the lectrurer at the end of the semester. The exam portfolio is submitted and assessed as a whole, with a graded mark (A-F). Individual components are not graded separately; however, all must be approved for the portfolio as a whole to be assessed. In the case of a fail grade, the portfolio may be revised and resubmitted for the re-sit examination.

Students may also be assessed, assigned coursework, and required to attend sessions related to common interdisciplinary topics.

Specific conditions

Admission to a programme of study is required:
Primary and Lower Secondary Teacher Education for Years 1-7 (MGLU1-7) - some programmes

Course materials

The final reading list will be posted on the learning platform before the beginning of the term.

Credit reductions

Course code Reduction From
LGU11100 15 sp Autumn 2017
MGLU1503 7.5 sp Autumn 2020
LGU51014 7.5 sp Autumn 2020
LGU11004 15 sp Autumn 2021
SKOLE6023 3 sp Autumn 2021
This course has academic overlap with the courses in the table above. If you take overlapping courses, you will receive a credit reduction in the course where you have the lowest grade. If the grades are the same, the reduction will be applied to the course completed most recently.

Subject areas

  • Teacher Education
  • Mathematics

Contact information

Course coordinator

Department with academic responsibility

Department of Teacher Education

Examination

Examination

Examination arrangement: School exam

Re-sit examination - Autumn 2026

School exam
Grade Letter grades Weighting 100/100 Examination aids Code F Duration 6 hours Exam system Inspera Assessment Place and room Not specified yet.

Examination arrangement: Portfolio

Ordinary examination - Spring 2027

Portfolio
Grade Letter grades Weighting 100/100 Exam system Inspera Assessment