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适应基础教育课程改革的高师几何课程学科教育目标 被引量:4
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作者 封平华 齐建华 《数学教育学报》 北大核心 2008年第6期82-85,共4页
从基础教育课程改革视角审视高师几何学科课程教育教学是十分必要的.几何学科教育的知识目标包括:几何学科系统观教育目标,空间观教育目标,实用性教育目标,审美观教育目标;能力目标包括:数学思维能力目标,数学问题解决能力目标... 从基础教育课程改革视角审视高师几何学科课程教育教学是十分必要的.几何学科教育的知识目标包括:几何学科系统观教育目标,空间观教育目标,实用性教育目标,审美观教育目标;能力目标包括:数学思维能力目标,数学问题解决能力目标,几何教育闸释能力目标,教育实践与研究能力目标;以及几何学科教育的情感、态度、价值观目标. 展开更多
关键词 课程改革 高师 几何学科教育 教育目标
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激发学生的探索欲望,培养学生的思辨精神——浅谈几何教学的体会
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作者 黄金福 《课程教育研究(学法教法研究)》 2019年第17期207-207,共1页
初中生普遍认为几何知识难学,任课教师也认为是难教的一门学科,在教学的过程中,倘若稍有不注意,就会导致学生成绩两极分化,丧失学习几何的兴趣和信心,相反,如果教师处理得当,不但会激发学生学习的浓厚兴趣,还可以培养学生分析和解决问... 初中生普遍认为几何知识难学,任课教师也认为是难教的一门学科,在教学的过程中,倘若稍有不注意,就会导致学生成绩两极分化,丧失学习几何的兴趣和信心,相反,如果教师处理得当,不但会激发学生学习的浓厚兴趣,还可以培养学生分析和解决问题能力。 展开更多
关键词 几何学科 题目进行断句 图形进行分解
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概念原理为本 学科观念导向——谈球结合体问题求解的切入点
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作者 王耀娜 祝峰 《中学数学研究(华南师范大学)(上半月)》 2020年第11期32-35,共4页
球的概念及其蕴含的思想方法、立体几何的学科一般观念,是球结合体问题求解的切入点.概念原理为“根”,思想方法为“本”,深根固本基础之上,包含整体观、套路观、模型观、降维观、解析观在内的立体几何学科一般观念,为问题求解提供了思... 球的概念及其蕴含的思想方法、立体几何的学科一般观念,是球结合体问题求解的切入点.概念原理为“根”,思想方法为“本”,深根固本基础之上,包含整体观、套路观、模型观、降维观、解析观在内的立体几何学科一般观念,为问题求解提供了思维方向. 展开更多
关键词 球的结合体 用概念思维 立体几何学科一般观念
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尺规作图的教学价值新厘定及教学路径新视角 被引量:2
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作者 芮金芳 《教学与管理》 2022年第8期51-54,共4页
"尺规作图"是新修订的小学数学课程标准"图形与几何"领域中的新增内容,如何认识尺规作图在教学中的重要地位及其教育价值,提升学生数学核心素养?须重新厘定尺规作图的教学价值并以新的视角规划教学路径。首先明晰... "尺规作图"是新修订的小学数学课程标准"图形与几何"领域中的新增内容,如何认识尺规作图在教学中的重要地位及其教育价值,提升学生数学核心素养?须重新厘定尺规作图的教学价值并以新的视角规划教学路径。首先明晰尺规作图的教学价值:借尺规作图锻炼学生动手操作能力,借尺规作图发展学生几何直观水平,借尺规作图促进学生逻辑思维的形成,借尺规作图积淀学生数学核心素养;其次从历史视角、思维视角、发生学视角三个方面阐述"尺规作图"的教学路径。 展开更多
关键词 尺规作图 几何学科育人价值 培育数学核心素养
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The Relation between Theory and Practice in Muslim Sages' Thoughts in the Third and Fourth Hijra Centuries and Its Effects on Concept of Craft (Sana'at) and Art in Islamic Civilization
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作者 Hasan Bolkhari Ghehi 《Journal of Philosophy Study》 2013年第6期517-528,共12页
Farabi defines "Ilm al-Hiyal" (mechanic) in Ihsa al-Ulum as "knowing a way by which, human can adjust all of the concepts that have been proved in mathematics with verification to exotic objects, and helps their ... Farabi defines "Ilm al-Hiyal" (mechanic) in Ihsa al-Ulum as "knowing a way by which, human can adjust all of the concepts that have been proved in mathematics with verification to exotic objects, and helps their states in exotic objects to be carried". He believes this will be recognized and be attained by craft (sana'at, art). This was the common view in Islamic wisdom and philosophy in third and fourth Hijra centuries (9 & 10 CE). Researchers believe that the unique emphasis on parallelism between theoretical science and practical work is an important feature of Baghdad school and affected Islamic visual culture. Baghdad school had been affected by translation. In this way, Ikhwan-al-Safa, whom wrote the first encyclopedia of science in Islamic culture, had a very efficient role. They devised geometry into intellectual and sensual ones in the second part of their book, al-Rasa-el, and considered intellectual geometry as one of the middle philosophy and recognition and understanding factor for meaning of sensual geometry evidences. They insisted on basic situation of intellectual geometry in guidance of whom, want to learn intellectual things from sensual ones. They knew intellectual geometry as the factor for requiring skill in scientific crafts (sana'at), and sensual geometry as the factor of practical crafts, and made a vast relation between them. They also defined end of intellectual geometry understanding the base of all sciences and the main factor of wise, essence of self (nafs). Important feature of Ikhwan-al-Safa's wisdom is omitting the gap between theory and practice, making a vast relation between them, which affected the meaning of crafts in Islamic culture, and rendered a spiritual feature to crafts and arts. It seems this relation has created the concept of traditional arts, and integrating wisdom and crafts in Iranian-Islamic culture constructed all of the Fotowat-Nam e (book of Chivalry). This article reviews the concept, which affiliates theory and practice in third and fourth centuries and has a deep effect on recognition of art and craft in Islamic culture. 展开更多
关键词 PHILOSOPHY ART Islamic civilization theory practice
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