共查询到19条相似文献,搜索用时 78 毫秒
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通过实例说明如何在高等数学教学中使用比较分析法,以使学生尽快适应高等数学的学习,解决学习过程中遇到的一些困惑. 相似文献
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学生在学习高等数学的过程中,难免会犯一些错误.这些错误,实际上是一种宝贵的教学资源.本文探讨了高等数学教学中如何利用这些错误资源,提高学生分析问题和解决问题的能力. 相似文献
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<正> 高等数学是工科院校各专业学生必修的基础理论课,它的内容多、难度大、进度快、与后继课程的联系紧密,是最重要的基础理论课之一。如何通过高等数学的教学使学生既获得较丰富的基础理论知识,又提高他们的学习能力,这不仅对他们学好高等数学是极为重要的,而且对他们今后的学习和工作也将大有裨益。近年来,作者在高等数学教学中,就提高学生学习能力的问题作了一些探索,取得了一定的效果, 相似文献
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"卓越计划"强调对学生工程实践能力、工程设计能力与工程创新能力的培养,要培养高质量各类型工程技术人才.高等数学是所有工科专业学生的必修基础课,为满足"卓越计划"实施中对学生大学数学素养的要求,文章根据卓越工程师的培养理念并结合高等数学课程特点,对面向卓越工程师培养的高等数学教学进行探索,分析如何通过高等数学教学培养学生高层次的思维能力和自主学习能力、如何帮助学生形成良好的认知结构,为学生后继专业课学习以及培养高质量工程技术人才提供良好的数学准备. 相似文献
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浅谈高等数学教学实践 总被引:7,自引:1,他引:6
培养学生分析解决问外的能力和培养学生自学能力,是高等数学教学的基本任务之一.本文结合从事高等数学教学的实践,阐述如何培养提高大学生的分析问题、解决问题的能力及自学能力,以及如何用科学家的坚忍不拔的精神激励鞭策大学生学习. 相似文献
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将多媒体技术引入高等数学课堂,可以将高等数学中十分抽象的内容变得生动、直观、有趣,激发学生的学习兴趣,达到传统教学不可比拟的效果. 相似文献
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就如何体现高等数学教学特色,提高学生数学心理素质,培养学生学习兴趣和解决问题能力,探讨改革高职高专院校高等数学教学的有益方法. 相似文献
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数学教学的重要组成部分:一个是教,一个是学.教就是如何引导学生,激发学生学习的兴趣,将学生的热情和求知欲融入到课堂的学习氛围中;学就是有目的,有方法,有条件的参与探索知识的生成过程,质疑、拓展、应用、归纳、总结提升;无论哪一方面都取决于教师的教学设计如何,更直观地说就是体现在教师的题组设计上. 相似文献
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近年来,研究性学习逐步成为高等教育教学改革的一个热点.在高等数学教学中实施研究性学习,可以有效改变学生多年来养成的应试性学习习惯,有利于培养学生的创新精神,提高学生的数学素养.做好研究性学习与传统教学的融合与协调,是高等数学教学中开展研究性学习的重要环节之一.我们在多年教学实践的基础上,形成了在传统教学模式中渗入研究性学习的课程教学理念,提出了研究性学习与传统教学融合与协调的教学新模式,并积极探索开展研究性学习的有效途径.教学实践表明,我们的做法既能发挥传统课堂教学的高效率,有助于改变学生的学习方式,提高其自主学习能力和创新能力 相似文献
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Dumma C. Mapolelo 《International Journal of Mathematical Education in Science & Technology》2013,44(3):309-322
This study documents students’ views about the nature of mathematics, the mathematics learning process and factors within the classroom that are perceived to impact upon the learning of mathematics. The participants were senior secondary school students. Qualitative and quantitative methods were used to understand the students’ views about their experiences with mathematics learning and mathematics classroom environment. Interviews of students and mathematics lesson observations were analysed to understand how students view their mathematics classes. A questionnaire was used to solicit students’ views with regards to teaching approaches in mathematics classes. The results suggest that students consider learning and understanding mathematics to mean being successful in getting the correct answers. Students reported that in the majority of cases, the teaching of mathematics was lecture-oriented. Mathematics language was considered a barrier in learning some topics in mathematics. The use of informal language was also evident during mathematics class lessons. 相似文献
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创新是当今的时代精神.创新能力的培养是实施素质教育的重要目标之一.高等数学作为高等教育的重点基础课程,在训练和培养学生创新能力方面具有重要地位.如何在高等数学教学过程中培养学生的创新思维,提高创新能力是我们高等数学教学改革的重要任务.文章通过对当前教育形势的分析以及创新思维的特点的思考,从教学理念、教学模式以及教学内容三个方面讨论了在高等数学教学过程中学生的创新思维的培养问题. 相似文献
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高等数学的很多内容比较抽象,学生不易理解.通过几个例子说明如何将抽象的数学概念和结论与几何图形有机的结合起来,加深对这些概念结论的理解,激发学生的学习兴趣. 相似文献
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Discourse has always been at the heart of teaching. In more recent years, the mathematics education community has also turned its attention towards understanding the role of discourse in mathematics teaching and learning. Using earlier classifications of discourse, in this paper, we looked at three types of classrooms: classrooms that engage in high discourse, low discourse and a hybrid of the two. We aimed to understand how the elements of each discourse affected classroom learning, relationships between teachers and students, and participatory structures for students. Overall, our findings highlight the important relationship between cognitively demanding tasks and mathematical talk, and the power of discourse as a “thinking device” as opposed to mere conduit of knowledge. Our work also points to the under-theorized nature of hybrid discourse in mathematics classrooms, thereby providing some directions for pedagogy and further research. 相似文献
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S. Abramovich P. Brouwer 《International Journal of Mathematical Education in Science & Technology》2013,44(6):779-795
This paper suggests that mathematics teacher educators should listen carefully to what their students are saying. More specifically, it demonstrates how from one pre-teacher's non-traditional geometric representation of a unit fraction, a variety of learning environments that lead to the enrichment of mathematics for teaching can be developed. The paper shows how new knowledge may be generated through an attempt to validate an intuitive idea; in other words, how the quest for rigour may serve as a catalyst for the growth of mathematical concepts in the context of K-16 mathematics. 相似文献
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According to previous studies, inquiry-based mathematics teaching enhances learning. However, teachers need support in implementing this type of teaching. In this study, a high school teacher was given a short preplanned inquiry-based mathematics teaching unit that included activities with GeoGebra. The teacher was interviewed after every lesson to explore her reflections after teaching. I analyzed how the teacher described the differences between her regular teaching style and the teaching unit and the pros and cons of the teaching unit. The teacher reflected on the roles of the teacher and students, depth of students’ knowledge, her stance toward the teaching unit, constraints for using this type of teaching approach, and challenges in guiding the students. The results give insights to what kind of reflections on technology-enriched inquiry-based mathematics teaching it is possible to initiate with short preplanned teaching units. 相似文献
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Carl Leinbach David C. Pountney Terence Etchells 《International Journal of Mathematical Education in Science & Technology》2013,44(1):1-14
If the use of a computer algebra system (CAS) is to be meaningful and have an impact on students, then it must be grounded in good pedagogy and have some clearly defined goals. It is the authors' belief that an important goal for teaching mathematics with the CAS is that courses be designed so that students can become active participants in their learning experience, planning the problem-solving strategies and carrying them out. The CAS becomes an important tool and a partner in this learning process. To this end, here the authors' have linked the use of the CAS to an existing classification scheme for Mathematical Tasks, called the MATH Taxonomy, and illustrated, through concrete examples, how the goals of teaching and learning of mathematics can be set using this classification together with the CAS. 相似文献
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Zoltan Dienes' principles of mathematical learning have been an integral part of mathematics education literature and applied both to the teaching and learning of mathematics as well as research on processes such as abstraction and generalization of mathematical structures. Most extant textbooks of cognitive learning theories in mathematics education include a treatment of Dienes' seminal contributions. Yet, there are no available studies at the tertiary level on how students internalise the meaning of Dienes' principles. This paper explores post-graduate mathematics education student's understanding of Dienes' principles and their ability to reflexively apply the principles to their own thinking on structurally similar problems. Some implications are offered for university educators engaged in the training of future researchers in the field. 相似文献