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臺灣、芬蘭、新加坡國小數學教科書幾何教材之比較

A Comparison of Geometry Content in Instructional Materials of Elementary School Mathematics Textbooks in Taiwan, Finland, and Singapore

摘要


本研究旨在探討臺灣、芬蘭、新加坡國小數學教科書中,幾何教材內容呈現的異同。以臺灣康軒數學、芬蘭WSOY版"LASKUTAITO in English"、和新加坡MCE版"My Pals are Here! Maths"為對象,採內容分析法,以數學問題為分析單位,依問題的類型、表徵與情境來進行分析,以瞭解三國國小幾何教材呈現的特色。結果發現,三國幾何問題的類型均以無連結程序型問題為主,作數學型問題最少;問題情境以無情境 為主,問題表徵以視覺型態表徵為主。三國幾何教材較大的差異在例題的呈現上,臺灣和新加坡呈現較詳細的思考歷程,而芬蘭則直接呈現單一解法。另外,在例題與練習題的比例上,臺灣與新加坡約為1:3,而芬蘭約為1:25。

並列摘要


The purpose of this study is to compare geometry content of instructional materials in elementary mathematics textbooks of Taiwan, Finland, and Singapore. The instructional materials reviewed were "Kang-Hsuan Mathematics", the "WSOY LASKUTAITO in English", and the "MCE My Pals are Here! Maths", textbooks used to teach mathematics in Taiwan, Finland, and Singapore, respectively. Content analysis was used and mathematical problems were the unit of analysis. These were classified based on their cognitive types, representational forms, and contexts. The findings of this study show that most of the problems were classified as 'procedure without connection' with only a few problems belonging to the category of 'doing mathematics'. Most of the problem contexts and representative forms in all three countries were non-contextual problems and visual forms. The significant differences among three countries were on the presentation of example problems and the ratio between example and practice problems. On the presentation of the example problems, Taiwan and Singapore provided more detailed thinking and a guided process to help in problem solving, but brief descriptions and demonstrations were presented in Finland. The ratio between example and practice problems was about 1:3 in Taiwan and Singapore and 1:25 in Finland.

參考文獻


王文科(2002)。教育研究法。臺北市:五南。
王石番(1996)。傳播內容分析法:理論與實證。臺北市:幼獅文化。
左台益(2002)。Van Hiele 模式之國中幾何教材設計。中等教育。53(3),44-53。
吳麗玲、楊德清(2007)。臺灣、新加坡與美國國小五、六年級分數教材佈題呈現與知識屬性差異之研究。國立編譯館館刊。35(2),75-86。
徐偉民(2011)。數學課程實施:一位國小資深教師的個案研究。科學教育學刊。19(2),101-122。

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