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González-Forte Juan Manuel Fernández Ceneida Van Hoof Jo Van Dooren Wim 《European Journal of Psychology of Education - EJPE》2020,35(3):549-565
European Journal of Psychology of Education - Understanding rational numbers is a complex task for primary and secondary school students. Previous research has shown that a possible reason is... 相似文献
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Ceneida Fernández Salvador Llinares Wim Van Dooren Dirk De Bock Lieven Verschaffel 《European Journal of Psychology of Education - EJPE》2012,27(3):421-438
This study investigates the development of proportional and additive methods along primary and secondary school. In particular, it simultaneously investigates the use of additive methods in proportional word problems and the use of proportional methods in additive word problems. We have also studied the role played by integer and non-integer relationships between the given numbers and the nature of quantities (discrete or continuous) in the development of these phenomena. A test consisting of additive and proportional missing-value word problems was solved by 755 primary and secondary school students (from fourth to tenth grade). The findings indicate that the use of additive methods in proportional situations increased during primary school and decreased during secondary school, whereas the use of proportional methods in additive situations increased along primary and secondary school. Moreover, the presence or absence of integer ratios strongly affects this behavior, but the nature of quantities only has a small influence on the use of proportional methods. 相似文献
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Jiang Ronghuan Li Xiaodong Fernández Ceneida Fu Xinchen 《European Journal of Psychology of Education - EJPE》2017,32(4):551-570
European Journal of Psychology of Education - This study investigates Spanish and Chinese students’ performance on both addition problems and proportion problems considering a cross-national... 相似文献
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