Elementary Mathematics P1

Course code

MLM7401.DT

old course code

Course title in Estonian

Elementaarmatemaatika P1

Course title in English

Elementary Mathematics P1

ECTS credits

3.0

Assessment form

assessment

lecturer of 2022/2023 Spring semester

Tiiu Kaljas (language of instruction:Estonian)

Annika Volt (language of instruction:Estonian)

Annika Volt (language of instruction:Estonian)

lecturer of 2023/2024 Autumn semester

Not opened for teaching. Click the study programme link below to see the nominal division schedule.

Course aims

Students have solid foundation of mathematical knowledge for teaching school mathematics in the area of numbers and operations.

Brief description of the course

Numbers and Operations: students understand basic concepts of numbers and operations and can model them in a variety of ways. Students understand the conceptual basis for the number systems—the relationships between and among whole numbers, integers, rational, real, and complex numbers. Students understand that the backbone of school mathematics is the rational number system. They should be able to explain the reasoning behind the algorithms of rational number operations. They recognize the pervasiveness of proportionality across mathematical strands.

Learning outcomes in the course

Upon completing the course the student:

- has a deep and broad knowledge of the concepts, principles, techniques, and reasoning methods of mathematics in the area of numbers and operations;

- is ready to use this knowledge to inform curricular goals and shape their instruction and assessment;

- has knowledge encompasses not only the details, rules, and procedures of mathematics, but also the larger themes and connecting ideas that tie together its various strands.

- has a deep and broad knowledge of the concepts, principles, techniques, and reasoning methods of mathematics in the area of numbers and operations;

- is ready to use this knowledge to inform curricular goals and shape their instruction and assessment;

- has knowledge encompasses not only the details, rules, and procedures of mathematics, but also the larger themes and connecting ideas that tie together its various strands.

Teacher

Annika Volt

Additional information

Protsessipõhine õpe eeldab auditoorses töös osalemist.

Study programmes containing that course

Teacher of Computer Science (IFIOM/23.DT)

Teacher of Mathematics (MLMOM/23.DT)

Teacher of Computer Science (IFIOM/22.DT)

Teacher of Mathematics (MLMOM/22.DT)

Teacher of Computer Science (IFIOM/21.DT)

Teacher of Mathematics (MLMOM/21.DT)

Teacher of Computer Science (IFIOM/20.DT)

Teacher of Mathematics (MLMOM/20.DT)

Teacher of Mathematics (MLMOM/19.DT)

Teacher of Computer Science (IFIOM/19.DT)

Teacher of Mathematics (MLMOM/18.DT)

Teacher of Mathematics (MLMOM/17.DT)

Teacher of Mathematics (MLMOM/16.DT)

Teacher of Mathematics (MLMOM/23.DT)

Teacher of Computer Science (IFIOM/22.DT)

Teacher of Mathematics (MLMOM/22.DT)

Teacher of Computer Science (IFIOM/21.DT)

Teacher of Mathematics (MLMOM/21.DT)

Teacher of Computer Science (IFIOM/20.DT)

Teacher of Mathematics (MLMOM/20.DT)

Teacher of Mathematics (MLMOM/19.DT)

Teacher of Computer Science (IFIOM/19.DT)

Teacher of Mathematics (MLMOM/18.DT)

Teacher of Mathematics (MLMOM/17.DT)

Teacher of Mathematics (MLMOM/16.DT)