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作 者:林洪新[1] 王云鹏 郑淑杰[1] LIN Hong-xin;WANG Yun-peng;ZHENG Shu-jie(School of Education Science,Ludong University,Shangdong Yantai 264011,China)
出 处:《数学教育学报》2021年第1期74-78,共5页Journal of Mathematics Education
基 金:教育部人文社会科学青年基金项目--解释法对小学生数学运算样例学习成绩与认知负荷的影响(15YJC190011)。
摘 要:为考察小学生在学习不同难度数学运算规则时采用哪种样例—问题匹配形式效果最佳,设计与开发出样例—问题交替式、问题—样例交替式、样例—问题分块式与样例—问题互动式4种形式,并对237名三年级小学生进行研究.结果表明:在低难度数学运算规则上,各种样例—问题匹配形式下小学生的学习成绩没有显著差异;在高难度数学运算规则上,样例—问题互动式下小学生的学习成绩最高,样例—问题交替式与问题—样例交替式下的学习成绩次之,样例—问题分块式下的学习成绩最低.这表明与其它样例—问题匹配形式相比,小学生学习高难度数学运算规则时采用样例—问题互动式效果最佳.In order to explore the kind of forms with example-problem pair is the best for students to learn mathematical operations with different difficulty levels,we designed and developed example-problem alternation,problem-example alternation,example-problem block,and example-problem interaction in a study of 237 third-grade pupils.The results revealed that:For the low-difficulty mathematical operations,there were no significant differences in the learning performances among the four example-problem pair forms;for the high-difficulty mathematical operational rule,the performances for the example-problem interaction form were better than those of the example-problem alternation form and problem-example alternation form,and performances for the example-problem block form were the worst.This shows that,compared to the other three example-problem pair forms,the example-problem interaction form was the best way for pupils to learn the high-difficulty mathematical operational rules.
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