6533b832fe1ef96bd129ab19
RESEARCH PRODUCT
An empirical study of the understanding of formal propositions about sequences, with a focus on infinite limits
Renaud Chorlaysubject
definitionsTeaching and learning of analysis and calculus[SHS.EDU]Humanities and Social Sciences/Education[MATH.MATH-HO]Mathematics [math]/History and Overview [math.HO][SHS.EDU] Humanities and Social Sciences/Education[MATH.MATH-HO] Mathematics [math]/History and Overview [math.HO]teaching and learning of logicComputingMilieux_COMPUTERSANDEDUCATIONlimits.reasoning and proofdescription
International audience; In this paper, we analyze the answers of one group of high-school students and two groups of first-year University students to a questionnaire designed to test their level of recognition and understanding of the formal definition of the concept of infinite limit. Although this empirical study is ancillary to a larger project centred on didactic engineering, its analysis sheds light on the key issue of the logical prerequisites for the learning of the fundamental concepts of analysis. It also provides a new tool to investigate students' concept-image of limits, and assess the impact of teaching contexts and teaching paths.
| year | journal | country | edition | language |
|---|---|---|---|---|
| 2018-04-05 |