Universitat Internacional de Catalunya - BarcelonaTeaching and Learning Mathematics 3
Module: Didáctico y Disciplinario
Matter: Enseñanza y aprendizaje de Matemáticas
Main language of instruction: Catalan
Other languages of instruction: Spanish
We cannot understand the world that surrounds us without good mathematical skills.
The main purpose of this module is to ensure that we know and appreciate this science as a tool necessary for daily life, and for the transformation of society.
In essence, to study mathematics is to learn to reason and become accustomed to being conscious of this reasoning.
A good mathematical background is essential for adapting to life in today’s world. The concepts of number, ratio and proportion, and the language and symbols of mathematics, are part of the standard intellectual knowledge of any modern man or woman.
This 2020-21 course, of the three weekly sessions that we have of E i A de les Mates 3 during the first semester, two will be face-to-face and one "online".
This course 2020-21 the students prepare a didactic unit to demonstrate the mathematical competence acquired, they will have two sessions to present the UD. The first will be in person and the second remotely, an activity will be mandatory ICT.
The second session will be "on line". The students will have to prepare the material to teach the class remotely. At the end of the second session, the students will prepare some activity to review the topic they have taught, it could be a Kahoo or similar.
According titration
General
1. Enjoyment of mathematics.
2. Knowledge of the primary level mathematics curriculum.
3. Learn the content of procedures, facts, concepts and conceptual systems and attitudes, values and standards.
4. Work on mathematical skills.
5. Through articles in academic journals, reflect on how mathematics is taught today.
Specific.
1. Learn various games, so that pupils will have fun doing mathematics.
2. Work on primary level mathematics skills and objectives.
3. Prepare teaching units: organisation of content, educational objectives and learning and assessment activities.
4. Create ongoing assessment exercises and global learning processes in accordance with the general stage and subject objectives and final objectives.
5. Seek and make proposals for active teaching of mathematics.
6. Identify the difficulties of teaching mathematics and find possible solutions.
7. Hear different experiences of teaching mathematics.
8. Seek and read short biographies of great mathematicians.
CEM - 38 Acquire basic mathematics skills (numerical, calculation, geometric, spatial representation, estimation, measures, organisation and interpretation of information, etc.)
CEM - 39 Know the school mathematics curriculum.
CEM - 40 Analyse, reason and communicate mathematical approaches.
CEM - 41 State and solve problems related to daily life.
CEM - 42 Assess the relationship between mathematics and the sciences as one of the pillars of scientific thought.
CEM - 43 Develop and evaluate curriculum content through appropriate teaching resources and promote the corresponding skills to pupils.
1. Have sufficient knowledge of mathematics to be able to perform teaching duties confidently.
2. Become familiar with the mathematics curriculum.
3. Learn the basic elements of the history of mathematics in order to recognise its key role in the educational framework.
4. Analyse and communicate mathematics approaches.
5. State problems associated with modern life, and resolve them innovatively.
6. Develop and assess curriculum content through relevant teaching resources, in order to promote pupils’ skills.
7. Ability to manage a mathematics class with the interactive elements involved, providing motivation and handling pupil diversity appropriately.
8. Use research, proposal and problem-solving strategies in the school environment.
9. Design mathematics teaching sequences.
10. Identify and work with professionals to resolve the difficulties involved in teaching mathematics and focus on quality.
11. Regard the relationship between mathematics and sciences as one of the fundamental pillars of scientific thought.
12. Creative interdisciplinary activities combining mathematics with other areas of the curriculum.
13. Incorporate information and communication technologies into teaching and learning activities.
14. Be able to communicate and express oneself appropriately in the language of instruction, both orally and in writing.
15. Learn how to interpret and incorporate knowledge from documents in English on this subject.
1. Child psychological development.
2 The origin of mathematics.
3. Primary level mathematics curriculum.
4. Solving different types of problems.
5. Use of mathematical language.
6 Strategies for teaching mathematics.
7. Mathematical instruments.
8. Diversity awareness.
9. Difficulties in learning mathematics.
10. Assessment methods.
11. Unique activities.
Vidal, S. (2010). Dibudoku. En S. De la Torre, & M. A. Pujol, Creatividad e innovación. Enseñar e investigar con otra conciencia (págs. 201-210). Madrid: Editorial Universitas, S.A.
Vidal, S. (2010). Didàctica de les matemàtiques a secundària. En A. Mora, La situació de les matemàtiques a la secundària catalana. Anàlisis de l'estat de l'ensenyament i l'aprenentatge (págs. 43-58). Barcelona: Furtwagen Editores.
Vidal, S. (2010). Talens dag, att skapa lust för matemtiklärande. (G. universitet, Ed.) Nämnaren, Tidskrift för matematikundervisning, 173(1), 43-46
Vidal, S. (2011). La situació de la didàctica de les matemàtiques a la secundària catalana. Analísi de l'estat de l'ensenyament i l'aprenetatge. Temps d'Educació(41), 185-199.
Vidal, S. (2013). El dia del número, motivación de la matemática. Saarbrücken: Publicia.
Vidal, S., & Balaguer, C. (2013). La comunicación de los problemes de matemáticas en la didàctica de los Grados de Educación en la UIC. (UCM, Ed.) Estudios sobre el Mensaje Periodistico(19), 531-541.
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