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1 | The paper discusses the conceptual framework and the nature of the educational environment, reveals four areas of motivating educational environment for mathematically gifted students – intellectual, communicative, cooperative and personal, determins the conditions of its formation and competence of a teacher working with gifted children. The authors have determined that the construction of the motivating educational environment for the development of school students gifted in mathematics is impossible without making the multilevel partnership, which implies the development of the network interaction. The network interaction is necessary for the development of the determined teachers’ competencies in work with gifted children. For the teachers to acquire the mentioned competences the conditions for their professional development are to be provided. As a part of the network interaction they could be created in the organizations of either higher education or supplementary professional one, where the work on the professional development of teachers can be performed. The analysis of the existing regional educational structures allowed to distinguish different types of the organizational structures for the work with children gifted in mathematics. Among the structures functioning as organizational cores of the work with such children are physical and mathematical schools, centers on the work with gifted children and other institutions. Keywords: mathematically gifted students, motivating learning environment, networking | 873 | ||||
2 | Functional literacy is considered as a systemic educational result of basic general education, aimed at socializing the teacher through solving real problems using subject and meta-subject knowledge. The structure of functional literacy is represented by a set of components: reading, natural science, mathematics, financial, critical and creative thinking. The formation of a set of these components requires the design within an educational organization of an appropriate motivating environment, which includes social, cultural, as well as specially organized psychological and pedagogical conditions. Designing a motivating educational environment is the result of the activities of the school's teaching team, which accepts this as a strategic task and solves it through joint efforts. Mathematical literacy is defined as the ability to solve real-world problems through a set of activities: conducting mathematical reasoning, as well as formulating, applying and interpreting. The process of developing mathematical literacy can be carried out in various forms: lesson, workshop, extracurricular and project activities, etc. Each of them has its own specific features. Thus, the lessons provide mastery of specific mathematical content and demonstration of its use to solve life problems. The workshop, which serves as a complement to mathematics lessons, places emphasis on students mastering the method of mathematical modeling, for which various methods of presenting data are used: text, graphic, tabular, photo, drawing, etc. Also, when conducting a workshop, there are more opportunities to combine individual, group and collective form of work. Extracurricular activities, which are characterized by a wide range of different forms of learning, can also be productively used in the process of developing mathematical skills. Depending on age, this could be a club, an elective, etc. Another variant of the model for the formation of mathematical literacy is educational design, when students independently solve a certain problem using a set of subject knowledge under the guidance of a teacher. Project work can be carried out either individually or in a group, including students of the same age and of different ages. Project activities allow you to build productive communication between students and develop teamwork skills. Project activities allow you to organize various interdisciplinary projects where different types of functional literacy are combined. Keywords: functional literacy, mathematical literacy, educational models, socialization for learning | 214 |