A perspective of metacognition in solving math problems in Vietnam secondary schools

Nguyen Thi Huong Lan
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引用次数: 1

Abstract

Mathematical education in the 21st century is how to confront with novel issues in the real world, to foster creative thinking skills and foster effective learning. In an effort to innovate teaching and learning to prepare for a new generation for the demands of the new era, many educators have discovered the value of metacognition. The problem-solving experience that students encounter in schools is no longer relevant to today’s world. Mathematical problem solving is how to find the direction from a particular situation in which the goals and solutions are clearly defined, especially the most challenging aspects of the problems encountered in many industries today relate to the development of useful ways of mathematical thinking on related relationships, models, and rules. From the point of view of Lesh & Farzad Bahmaei et al.,1,2 with the increasing importance in the global market change, mathematic now is the greater need for skilled mathematic and technological laborers. The processes such as: building, describing, explaining, predicting, representing as well as quantifying, coordinating and organizing data provide a basis for the development of capabilities. It is increasingly important because of the ability of collaborating on multi-dimensional projects, planning, monitoring are essential to success. Mathematics is always one of the most difficult subjects to students. Von Glaserfeld (1995) states that educators have found that many students, who are able to learn the necessary formulas and apply them to the limited range of textbooks and test cases; have not understood concepts and conceptual relationships when they face with novel issues.
元认知在越南中学数学解题中的作用
21世纪的数学教育是如何面对现实世界中的新问题,培养创造性思维技能和促进有效学习。在努力创新教学和学习,为新一代做好准备,以满足新时代的要求,许多教育工作者已经发现了元认知的价值。学生在学校遇到的解决问题的经验不再与当今世界相关。数学问题解决是如何从目标和解决方案明确定义的特定情况中找到方向,特别是当今许多行业中遇到的问题中最具挑战性的方面与开发有关关系,模型和规则的有用数学思维方法有关。从Lesh & Farzad Bahmaei等人1,2的观点来看,随着全球市场变化中数学的重要性日益增加,现在对熟练的数学和技术劳动力的需求更大。构建、描述、解释、预测、表示以及量化、协调和组织数据等过程为能力的发展提供了基础。它越来越重要,因为在多维项目上的协作能力,计划,监控是成功的关键。数学对学生来说一直是最难的科目之一。Von Glaserfeld(1995)指出,教育工作者发现,许多能够学习必要公式并将其应用于有限范围的教科书和测试用例的学生;在面对新问题时不能理解概念和概念关系。
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