Book contents
- Frontmatter
- Contents
- Introduction
- 1 Culture of Mathematics
- 2 Goals and Objectives of Mathematics Education
- 3 Vygotsky's Sociocultural Theory and Mathematics Learning
- 4 Mediated Learning and Cognitive Functions
- 5 Mathematical Concept Formation and Cognitive Tools
- 6 RMT Application, Assessment, and Evaluation
- Conclusion
- References
- Index
2 - Goals and Objectives of Mathematics Education
Published online by Cambridge University Press: 05 June 2012
- Frontmatter
- Contents
- Introduction
- 1 Culture of Mathematics
- 2 Goals and Objectives of Mathematics Education
- 3 Vygotsky's Sociocultural Theory and Mathematics Learning
- 4 Mediated Learning and Cognitive Functions
- 5 Mathematical Concept Formation and Cognitive Tools
- 6 RMT Application, Assessment, and Evaluation
- Conclusion
- References
- Index
Summary
About 40 years ago Jerome Bruner observed the following:
I shall take it as self-evident that each generation must define afresh the nature, direction, and aims of education to assure such freedom and rationality as can be attained for a future generation. For there are changes both in circumstances and in knowledge that impose constraints on and give opportunities to the teacher in each succeeding generation. It is in this sense that education is in constant process of invention.
(Bruner, 1968, p. 22)The overarching goal of education in the United States is to prepare students to function as productive citizens in a highly industrialized and technical society. In such a society, technological developments and advancements are driven and promoted by mathematical and scientific discovery and application. Since the 1960s there have been numerous attempts to reform education so that it provides a greater focus on scientific and mathematical literacy. These attempts were designed not only to increase the number of professional scientists, mathematicians, and engineers but also to equip all members of society with awareness, skills, and understanding to perform more effectively in the context of such technological development and advancement. Therefore, this process is important at three levels: (1) to maintain personal membership and a sense of belonging to the general U.S. culture, which means possessing a sense of self-worth as a bona fide member of the society; (2) to have the basic skills and ability to perform everyday tasks, such as reading the newspaper, operating a home appliance, and creating and managing a budget; and (3) to increase the pool of highly qualified science, engineering, technology, and mathematics professionals who are U.S. citizens and are educated in U.S. schools.
- Type
- Chapter
- Information
- Rigorous Mathematical ThinkingConceptual Formation in the Mathematics Classroom, pp. 35 - 49Publisher: Cambridge University PressPrint publication year: 2008