Sökning: "Mathematical Reasoning"
Visar resultat 16 - 20 av 65 avhandlingar innehållade orden Mathematical Reasoning.
16. Exercising Mathematical Competence: Practising Representation Theory and Representing Mathematical Practice
Sammanfattning : This thesis assembles two papers in mathematics and two papers in mathematics education. In the mathematics part, representation theory is practised. Two Clebsch-Gordan type problems are addressed. LÄS MER
17. Pedagogic practice between tradition and renewal : A study of the new mathematics curriculum in Mozambique
Sammanfattning : The new school mathematics curriculum in Mozambique, introduced in 2008, is partly competency-based and it advocates a more student-centred pedagogy. The most salient innovative features are the incorporation of mathematical competencies related to the development of students’ reasoning skills, including argumentation, justification and analytical thinking, and the use of heuristic or inductive methods that promote meaningful students’ participation. LÄS MER
18. Decontextualized language, logic, and algebra : the relationship between Mozambican students’ achievement in school mathematics and their language and social background
Sammanfattning : Researchers in mathematics education have always stressed the relevance of algebra in school mathematics and have produced a wide range of empirical and theoretical outcomes in relation to this field. In addition, the importance of language proficiency for success in school mathematics has been explored in a variety of different contexts, as has been the relation between students’ social class and achievement in mathematics. LÄS MER
19. SAM-tal om bedömning och matematikkunnighet : En studie av lärares tankestilar
Sammanfattning : Inom ramen för svensk grundskola har enskilda lärare varit betrodda med en högre grad av autonomi än lärare i många andra europeiska länder. Exempelvis har lärare givits ett stort ansvar att bedöma och betygssätta elevers kunskaper. LÄS MER
20. Att lära sig resonera : om elevers möjligheter att lära sig matematiska resonemang
Sammanfattning : Students only learn what they get the opportunity to learn. This means, for example, that students do not develop their reasoning- and problem solving competence unless teaching especially focuses on developing these competencies. LÄS MER