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題名:加減法應用題語文知識對問題難度之影響暨動產態評量在應用問題之學習與遷移歷程上研究
書刊名:新竹師院學報
作者:古明峰 引用關係
作者(外文):Guu, Ming-feng
出版日期:1998
卷期:11
頁次:頁391-420
主題關鍵詞:文字應用題語文知識語意結構語意陳述語意經驗動態評量Word problemLanguage knowledgeSemantic structureSemantic experienceSemantic statementDynamic assessment
原始連結:連回原系統網址new window
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  • 被引用次數被引用次數:期刊(10) 博士論文(1) 專書(0) 專書論文(0)
  • 排除自我引用排除自我引用:10
  • 共同引用共同引用:18
  • 點閱點閱:125
     本研究目的有二:1.分析加、減法應用題中的語文知識對問題難度之影響。2.探討動態評量在評估學生解不同語文知識情境之文字應用題的效果。 研究一,以282位小學二年級的學生為受試者,採受試者內研究設計。每一位受試者都要回答不同的語文知識情境的加、減法應用題。研究中的應用題包含改變問題類型和比較問題類型,為兩個獨立的2(語意結構)×3(語意經驗)×3(語意陳述)三因子重複數量設計。研究結果發現:語文知識裡的語意結構、語意經驗、語意陳述三個因素都會影響問題的難度,且三個因素之間有交互作用。 研究二,根據研究一的結果,設計不同難度的問題(近遷移題、中遷移題、遠遷移題),選取解題能力達一定標準的60名小學三年級的學生(排除解題能力最好與最差的學生)為受試者,將他們隨機分派至實驗組及控制組。實驗處理分為兩個階段,實驗組學習階段接受語意結構圖示教學,遷移階段則接受漸進教學提示之動態評量。控制組在學習階段則實施一般傳統教學,遷移階段則提供受試者解題是否正確的回饋,如果解題失敗,則給予解題示範說明,研究結果發現: 1.實驗組在學習階段後的中測,及遷移階段完畢後的後測,再解題能力表現並未優於控制組。 2.簡單消極回饋的提示、問題轉譯的提示、工作記憶的提示、提示解題重要關鍵等四類教學提示占全部教學提示量87%,而提供語意圖示教學僅占全部教學提示量的8%。
     There are two purposes in this study. First, it tries to shed some light on the effect of the language knowledge on the difficulty of problems in simple additive/subtractive word problem sloving. Second, it also attemptes to examine the effectiveness of dynamic assessment on students' ability in solving additive/subtractive word problems of different language context. This study comprises two parts. Research one is conducted in terms of completely repeated-measure design. The subjects of the study are 282 second grade students in primart school. The subjects are required to answer the additive/subtractive word problems in different context of language knowledge. The word problems used in this study include the patterns of change and comparative problems. This is done in two independent case studies of 2 (semantic structure) 53 (semantic experience) 53 (semantic statement)factors design. It is found that in additive/subtractive word problem solving, all three factors, the sematic structure, semantic experience and semantic statement, are interactive and all have significant effects on the difficulty of problems. Research two, based on the results of research one, is designed in terms of the different levels of difficult in problem solving (near-transfer, mid-transfer, and far-transfer). Sixty third grade students with average ability of problem solving are selected and divided at random into the control and the experimental group. Students in the experimental group received the schematic drawing instruction in training stage and are instructed with graduated prompting assessment in transfer stage. As for students in the control group, however, they are treated in general instruction in the learning period. In the stage of transfer, their answers to the word problems are provided with proper feedback, such as correct demonstration was then given, if they fail in answering the question. The results of study indicate: 1)in the mid-test after the learning stage and the post-test after the transfer stage, the experimental group students' performance in problem solving was not superior to that of the control group. 2)The prompts of instruction in simple negative feedback, problem translation, working memory refresher, and key-note inspiration, constitute 87% and the schematic drawing instruction constitutes only 8% of whole instructions.
期刊論文
1.Lewis, A. B.(1989)。Training students to represent arithmetic word problems。Journal of Educational Psychology,81(4),521-531。  new window
2.蔣治邦、鍾思嘉(19910800)。低年級學童加減概念的發展。教育與心理研究,14,35-68。new window  延伸查詢new window
3.Mayer, Richard E.(1984)。Aid to text comprehension。Educational Psychologist,19,30-42。  new window
4.Stern, E.(1993)。What makes certain arithmetic word problems involving the comparison of sets so difficult for children?。Journal of Educational Psychology,85(1),7-23。  new window
5.Lewis, A. B.、Mayer, R. E.(1987)。Students' miscomprehension of relational statements in arithmetic word problems。Journal of Educational Psychology,76,1382-1385。  new window
6.蔡榮貴(19901100)。Process/Product Question: A Good Approach to Help Teachers in Taiwan for Diagnosing Children's Errors in Arithmetic。嘉義師院學報,4,113-123。  new window
7.Davis-Dorsey, J.、Ross, S. M.、Morrison, G. R.(1991)。The role of rewording and context personalization in the solving of mathematics word problems。Journal of Educational Psychology,83,61-68。  new window
8.Hegarty, M.、Mayer, R. E.、Monk, C. A.(1995)。Comprehension of successful and unsuccessful problem solvers。Journal of Education Psychology,87,18-32。  new window
9.Kintsch, W.、Greeno, J. G.(1985)。Understanding and solving word arithmetic problems。Psychological Review,92,109-129。  new window
10.Verschaffel, L.、De Corte, E.、Pauwels, A.(1992)。Solving compare problems: An eye movement test of Lewis and Mayer's consistency hypothesis。Journal of Educational Psychology,84,85-94。  new window
11.Judd, T. P.、Bilsky, L. H.(1989)。Comprehension and memory in the solution of verbal arithmetic problems by mentally retarded and nonretarded individuals。Jounal of Education Psychology,81(4),541-546。  new window
12.Cummins, D. D.(1991)。Children's interpretations of arithmetic word problems。Cognition and Instruction,8(3),261-289。  new window
13.Cummins, D. D.、Kintsch, W.、Reusser, K.、Weimer, R.(1988)。The role of understanding in solving word problem。Cognitive Psychology,20,405-438。  new window
14.Fuson, K. C.、Willis, G. B.(1989)。Second grader's use of schematic drawings in solving addition and subtraction word problems。Journal of Educational Psychology,81,514-520。  new window
15.Ginsburg, H. P.、Yamamoto, T.(1986)。Understanding motivation, and teaching: Comment on Lampeifs Knowing, Doing, and Teaching Multiplication。Cognition and Instruction,3,357-370。  new window
16.Peterson, P. L.、Carpenter, T.、Fennema, E.(1989)。Teachers knowledge of students knowledge in mathematics problem solving: Correlational and case analysis。Journal of Educational Psychology,81,558-569。  new window
17.Reed, S. K.(1989)。Constraints on the abstraction of solutions。Journal of Educational Psychology,81,532-540。  new window
18.Willis, G. B.、Fuson, K. C.(1988)。Teaching children to use schematic drawing to solve addition and subtraction word problems。Journal of Educational Psychology,80,192-201。  new window
會議論文
1.Carpenter, T. R.(1981)。Initial instruction and subtraction: A target of the opprotunity for curriculum development。The National Science Faundation Director Meeting。Washing, D.C.。  new window
2.Lane, S.、Parke(1992)。Principles for developing performance:An example of their implementation。The 1992 Annual Meeting of the American Educational Research Association。  new window
學位論文
1.翁嘉英(1988)。國小兒童解數學應用問題的認知歷程(碩士論文)。國立臺灣大學。  延伸查詢new window
2.葉雪梅(1990)。國小兒童對「比較」類應用問題的解題行為(碩士論文)。國立政治大學。  延伸查詢new window
3.唐淑華(1989)。「語文理解課程」對增進國一學生數學理解能力與解答應用問題能力之實驗研究(碩士論文)。國立臺灣師範大學。  延伸查詢new window
圖書
1.林清山(1977)。數學課程的設計和教學理論基礎。國立台灣師範大學科學教育中心。  延伸查詢new window
2.Mayer, R. E.(1991)。Thinking problem solving cognition。New York:Freeman。  new window
其他
1.Ferrara, R. A.(1987)。Learning mathematics in the zone of proximal development: The importance of flexible use of knowledge(AAC 8803037)。  new window
2.Jitendra, A. K.(1991)。An investigation of third grade students mathematical word problem solving utilizing dynamic assessment(No. AAC 9205815)。  new window
圖書論文
1.Riley, M. S.、Greeno, J. G.、Heller, J. I.(1983)。Development of children's problem-solving ability in arithmetic。The development of mathematical thinking。Academic Press。  new window
2.Campione, J. C.、Brown, A. L.(1987)。Linking dynamic assessment with school achievement。Dynamic assessment: An interactional approach to evaluation learing potential。New York:Guilford。  new window
 
 
 
 
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