Creencias y prácticas de autoevaluación del aprendizaje vigentes en los procesos de formación profesional desarrollados en el CIDE durante el 2007

This article identifies beliefs and practices of self-learning existing processes developed in the CIDE during 2007. It is based on a research project with two groups of informants both academics from CIDE, that during the decade of the 90 participated in the experience of self-learning, some of themas teachers and other as students. Current practices being carried out by academics in the field of self-reporting of apprenticeships in the CIDE, show that they attach great importance to this process in the lesson and agree on the necessity to implement this process in concrete terms, that because, experiences become isolated initiatives that do not fall within any policy, guideline or orientation openly raised by the community CIDE. The beliefs of the participants with regard to the possibility of implementing self-evaluation processes of learning in the training that develops the CIDE, highlight the need for scholars to train group of academics and students in this field and also create more spaces for student involvement. Moreover, scholars believe that the self-assessment of learning is a strategy for developing metacognitive processes and reflective, which is considered a core importance in the training provided by the Centre.

Actitud de maestras y maestros hacia el trabajo cooperativo en el aprendizaje de la matemática

Recibido 22 de febrero de 2010 • Aceptado 17 de marzo de 2010 • Corregido 22 de marzo de 2010   En este artículo se reportan los resultados más relevantes del proyecto de investigación “Actitud de maestras y maestros hacia el trabajo cooperativo en el aprendizaje de la matemática”, desarrollado en la Escuela de Matemática del Instituto Tecnológico de Costa Rica, bajo el código 5402-1440-2201. Se mide, describe e interpreta la actitud de los maestros y las maestras hacia el trabajo cooperativo en el aprendizaje de la matemática, como resultado de la exposición a un taller en el que se empleó como estrategia metodológica el trabajo cooperativo para el aprendizaje de la matemática. La investigación contempló tanto técnicas cualitativas como cuantitativas.

Sociocultural context as a facilitator of student learning of function concepts in mathematics

In Costa Rica, many secondary students have serious difficulties to establish relationships between mathematics and real-life contexts. They question the utilitarian role of the school mathematics. This fact motivated the research object of this report which evidences the need to overcome methodologies unrelated to students’ reality, toward new didactical options that help students to value mathematics, reasoning and its  applications, connecting it with their socio-cultural context. The research used a case study as a qualitative methodology and the social constructivism as an educational paradigm in which the knowledge is built by the student; as a product of his social interactions. A collection of learning situations was designed, validated, and implemented. It allowed establishing relationships between mathematical concepts and the socio-cultural context of participants. It analyzed the impact of students’socio-cultural context in their mathematics learning of basic concepts of real variable functions, consistent with the Ministry of Education (MEP) Official Program.  Among the results, it was found that using students’sociocultural context improved their motivational processes, mathematics sense making, and promoted cooperative social interactions. It was evidenced that contextualized learning situations favored concepts comprehension that allow students to see mathematics as a discipline closely related with their every-day life.

Learning math through movement: physical education as another alternative

The purpose of this study was to determine the cognitive effects of applying physical recreational activities to two groups of pre-school students, related to mathematics to one of the groups and recreational games to the other.  A total of 27 subjects (13 girls and 14 boys) of 5 and a half and 6 and half years of age participated in the study.  The instrument used was a questionnaire including basic math concepts such as geometry, basic operations with concrete elements, and how to read the clock, based on the topics established by the Costa Rican Ministry of Public Education.  Once the instrument was developed, a plan of physical recreational activities related to math was prepared and applied to the experimental group (pre-school B) for one and a half months, while the other group played recreational games.  Data was analyzed using descriptive and inferential statistics.  Positive and significant effects were found in the physical recreational activity program regarding student performance in 10 of the 12 items that were applied to assess mastery of basic math concepts.  In conclusion, using physical education as another instrument to teach other disciplines represents an excellent alternative for pre-school teachers that try to satisfy the learning needs of children that will soon be attending school.  Using movement as part of guided and planned activities plays an indispensable role in children’s lives; therefore, learning academic subjects should be adapted to their needs to explore and know their environment.

Contributions of Neuroscience to Develop Teaching Strategies and Learning of Mathematics

The goal of the present work is to develop some strategies based on research in neurosciences that contribute to the teaching and learning of mathematics. The interrelationship of education with the brain, as well as the relationship of cerebral structures with mathematical thinking was discussed. Strategies were developed taking into consideration levels that include cognitive, semiotic, language, affect and the overcoming of phobias to the subject. The fundamental conclusion was the imperative educational requirement in the near future of a new teacher, whose pedagogic formation must include the knowledge on the cerebral function, its structures and its implications to education, as well as a change in pedagogy and curricular structure in the teaching of mathematics.