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Developing Mathematical Knowledge and Skills through the Awareness Approach of Teaching and Learning

机译:通过教与学的意识方法发展数学知识和技能

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Every object we think of or encounter, whether a natural or human-made, has a regular or irregular shape. In its own intrinsic conceptual design, it has elements of mathematics, science, engineering, and arts, etc., which are part of the object’s geometric shape, form and structure. Geometry is not only an important part of mathematics, but it is also an important part of daily life. However, geometry is challenging for some students, even high-achieving students. One way to help students understand geometry and its relevance in life is to engage students to discover them cognitively, then to research and identify them in real world examples and then to relate them to past, present, and future innovations that improved our way of thinking about ourselves and the world around us. This interdisciplinary activity uses the Developmental Awareness Approach of Teaching and Learning (DAATL) to help students discover principles, acquire knowledge, and learn mathematical concepts including surface area, volume, dimensions, regular and irregular plane figures, solid polygons (regular polygons and polyhedra), thinking design, and graph making, etc. It is designed to help students become acquainted with the most useful and familiar parts of mathematical geometry and its application in daily life through connections with disciplines such as science, engineering, art, design, and social studies. The Development Awareness Approach of Teaching and Learning (DAATL) capitalizes on student's natural curiosity, inclination to comprehend as well as students love of drawing, doodling, painting, thinking and talking. Throughout the learning process, students are engaged in authentic learning activities by real and concrete doing with clear purposes, thinking analytically, and evaluating their understanding of texts and ideas orally, in drawing, and in writing. This approach of teaching and learning has been tried and modified to ensure maximum effectiveness of acquiring understanding of the intended learning concepts. The activities can be used with students in elementary school up to 2-year college levels.
机译:我们想到或遇到的每个物体,无论是自然物体还是人造物体,都具有规则或不规则的形状。在其固有的概念设计中,它具有数学,科学,工程和艺术等元素,它们是对象的几何形状,形式和结构的一部分。几何不仅是数学的重要组成部分,而且还是日常生活的重要组成部分。但是,几何学对某些学生,甚至是高成就的学生来说都是挑战。帮助学生理解几何学及其与生活的相关性的一种方法是让学生认知地发现它们,然后在现实世界的示例中进行研究和识别,然后将它们与改善我们的思维方式的过去,现在和将来的创新联系起来。关于我们自己和我们周围的世界。这项跨学科的活动使用教学的发展意识方法(DAATL)帮助学生发现原理,获取知识并学习数学概念,包括表面积,体积,尺寸,规则和不规则平面图形,实心多边形(规则多边形和多面体) ,思维设计和图形制作等。它旨在通过与科学,工程,艺术,设计和社会等学科的联系,帮助学生熟悉数学几何及其在日常生活中最有用和最熟悉的部分。学习。教学发展意识方法(DAATL)利用了学生的自然好奇心,理解力和对绘画,涂鸦,绘画,思维和谈话的热爱。在整个学习过程中,学生将通过真实明确的目的进行真实而具体的学习活动,明确目的,进行分析性思考并评估他们对口头,绘画和书面形式对文本和思想的理解。已经尝试并修改了这种教学方法,以确保获得对预期学习概念的理解的最大有效性。这项活动可与不超过2年大学水平的小学学生一起使用。

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