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五年级学生对分数意义的理解 被引量:13

Understanding the Meaning of the Fraction of Fifth Grade Students
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摘要 在Marilena Pantziara提出学生掌握分数概念的6个水平的基础上,给出"分数概念理解的3个水平"的思想框架.利用该框架编制测试卷,对天津市564名五年级小学生进行测试,发现:学生在"分数意义"的第三个理解水平较低;学生在"分数意义"各个知识点上表现不同的理解水平;测试总分与5个知识点得分在p〈0.01水平上都呈显著正相关,特别是分数的表征(离散量)对总分变量即分数意义的解释程度最高.五年级学生关于"分数意义"水平与总分之间在地区学校方面存在差异性. Based on the six levels that students grasp concept of fraction proposed by Marilena Pantziara, we give the thinking framework about "three levels of understanding fraction concept". Using this conceptual framework to devise a test, We have 564 Tianjin Grade five students tested, found:Students' third understanding level in the "fraction of meaning" is low; Students' the performance is on the different levels of understanding in the each knowledge point of "fraction of meaning". The total score of the test was significantly positive correlated with the score of 5 knowledge points on p0.01 level. In particular, the fractional representation(discrete quantity) is to the highest score meaning interpretation degree. There are differences between the scores level of fifth grade students in schools about "the meaning of fraction".
出处 《数学教育学报》 CSSCI 北大核心 2017年第1期70-75,共6页 Journal of Mathematics Education
基金 人民教育出版社课程教材研究所“十三五”课题——小学数学教材国际比较研究(KC2016-006)
关键词 分数的意义 小学生 理解水平 the meaning of fraction pupils levels of understanding
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  • 1张梅玲,刘静和,王宪钿.关于儿童对部份与整体关系认知发展的实验研究——5~10岁儿童分数认识的发展[J].心理科学通讯,1982,5(4):37-45. 被引量:2
  • 2林福来 黄敏晃 吕玉琴.《分数启蒙的学习与教学之发展性研究》[J].科学教育学刊,1996,:161-169.
  • 3Ni,Y.J.,&Zhou,Y.D.(2005).Teaching and learning fraction and rational numbers:The origins and implications of whole number bias.Educational Psychologist,40,27-52.
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  • 5Cramer,K.A.,Pest,T.R.,& delMas R.C..Initial fraction learning by fourth-and fifth-grade students: A comparison of the effects of using commercial curricula with the effects of using the rational number project curriculum [J] ,Journal for Research in Mathematics Education, 2002,33 (2) : 111-144.

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