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1 | Introduction. The most important factor for students’ intellectual development is the teaching content. A textbook text is a didactic unit of teaching content. Therefore, the question arises about the requirements for modern textbook texts in the framework of the psycho-didactic approach. Materials and Methods. The study was conducted based on an analysis of the psychological features of the intellectual development of students within the psycho-didactic approach, which is based on the psychological and pedagogical rationale of the multifunctionality of modern mathematics teaching materials. Results and Discussion. The concept of development-focused educational text, which should be constructed as a multidimensional semantic space (hypertext), is introduced. Classification of development-focused educational texts is presented (using school mathematics as an example) based on the ontological theory of intelligence, targeting the enrichment of the main components of students’ mental experience – cognitive, conceptual, metacognitive, and intensional experience. Typology of pedagogical developmental texts of different types in teaching mathematics in middle school is given. Conclusion. The use of developmental textbook texts contributes to understanding mathematical material and developing students’ intellectual resources. Keywords: educational content, textbook text, psycho-didactic approach, intellectual development, comprehension, mental experience, typology of development-focused educational texts | 432 | ||||
2 | Recent studies in psychology and pedagogy explore the duality of human thought, where two opposing systems – heuristic and analytical – interact in a dialectical unity. This leads to two corresponding ways of understanding the world: logical and intuitive. Focusing solely on developing students’ logical abilities may result in them being able to solve only a small number of typical problems and fail to promote their overall personal development. Therefore, more emphasis is now placed on promoting a deeper understanding of topics by moving away from formal approaches. This is done by encouraging active learning and integrating logical and intuitive thinking, which helps students absorb the information at a deeper level. This article explores how these two styles of thinking can be combined in the mathematics classroom and the impact this has on student learning. Keywords: intelligence, cognitive thinking styles, intentional experience, conscious learning | 17 |