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題名:數學領域能力指標測驗題庫之建置--以國小五年級為例
書刊名:測驗統計年刊
作者:黃美芳陳雁芳郭伯臣 引用關係許天維 引用關係
作者(外文):Huang, Mei-fangChen, Yen-fangKuo, Bor-chenSheu, Tian-wei
出版日期:2007
卷期:15(上)
頁次:頁59-78
主題關鍵詞:數學能力指標題庫測驗等化Performance indicatorsItem poolTest equating
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(1) 博士論文(1) 專書(0) 專書論文(0)
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本研究旨在建立九年一貫課程數學領域能力指標題庫。採定錨測驗設計,以 IRT 等化,建立試題參數於同一量尺。以國小五年級為例,出題指標 33 個,共 73 題,分為四卷。利用 BILOG-MG 估計試題之鑑別度、難度、猜測度參數及受試者能力值,藉受試者在試題的表現,評估學生在能力指標上的學習成效。研究結果如下:一、依據五年級數學能力指標建置一個測驗題庫。二、學生在五年級數學能力的表現,有12個指標屬於高達成度,17個指標屬於中達成度,4 個指標表現不佳,屬於低達成度。三、男女學生在能力指標上的表現有顯著差異,女生的表現均優於男生。四、不同地區學生在能力指標的表現,除指標 5-n-01、5-n-08 外,其餘能力指標均達顯著差異。南部學生表現最佳,北部學生則有落後的情形,且有達成度越低的指標,地區之間的差異越大的趨勢。五、不同版本教材的學生在多數指標的學習成就達顯著差異,以康軒版的學生表現較佳,值得深入探討。
The purpose of this research is to construct the item pool for evaluating Grade 5 performance indicators in mathematical area of Grade 1-9 Curriculum. To construct the item pool, the test equating technique and common-item nonequivalent groups design of IRT are applied. In our item pool, there are totally seventy-three items, which are divided into four sections and measured thirty-three indicators. The computer program BILOG-MG was used to estimate the discrimination, difficulty, guessing parameters of items and ability parameters of students. Findings of this research are listed below: 1. Establish an item pool depending on mathematical performance indicators of Grade 5. 2. Research results show that 12 indicators are with high achievement, 17 indicators are with intermediate achievement and 4 indicators are with low achievement. 3. Female students performed significantly better than male students in all indicators. 4. The performances of the students in different regions are significantly different in most indicators except indicators 5-n-01 and 5-n-08. 5. The performances of the students with difference text books are significantly different in most indicators.
期刊論文
1.余民寧(19930800)。試題反應理論的介紹(11)--題庫的建立。研習資訊,10(4),9-13。  延伸查詢new window
2.Hanson, B. A.、Béguin, A. A.(2002)。Obtaining a Common Scale for Item Response Theory Item Parameters Using Separate versus Concurrent Estimation in the Common-item Equating Design。Applied Psychological Measurement,26(1),3-24。  new window
3.余民寧(19930400)。試題反應理論的介紹(9)--測驗分數的等化。研習資訊,10(2),6-11。  延伸查詢new window
研究報告
1.楊思偉、李咏吟、張煌熙、張景媛、王大修、王叢桂、甄嘵蘭(1999)。國民中小學九年一貫課程基本能力實踐策略。臺北:國立臺灣師範大學教育研究中心。  延伸查詢new window
學位論文
1.鄭蕙如(2001)。九年一貫課程數學領域評鑑工具發展之研究(碩士論文)。國立臺灣師範大學,臺北市。  延伸查詢new window
2.黃志傑(2004)。定錨試題分佈對測驗等化之影響(碩士論文)。臺中師範學院。  延伸查詢new window
3.洪瑞鎂(2001)。從「第三次國際數學與科學教育成就研究後續調查」探究台灣國二學生的數學基本能力(碩士論文)。國立臺灣師範大學。  延伸查詢new window
圖書
1.Zimowski, M. F.、Muraki, E.、Mislevy, R. J.、Bock, R. D.(1996)。BILOG-MG: Multiple-group IRT analysis and test maintenance for binary items。Chicago, IL:Scientific Software International, Inc.。  new window
2.教育部(2001)。國民中小學暫行課程綱要數學學習領域。臺北:教育部。  延伸查詢new window
3.Cook, L. L.、Dorans, N.、Eignor, D.、Petersen, N.(1983)。An assessment of the relationship between the quality of IRT true-score equating。  new window
4.Wingersky, M. S.、Cook, L. L.、Eignor, D. R.(1987)。Specifying the characteristics of linking items used for item response theory item calibration。Princeton NJ:Educational Testing Service。  new window
5.教育部(2010)。國民中小學九年一貫課程綱要數學學習領域。台北市:教育部。  延伸查詢new window
6.Lord, Frederic M.(1980)。Applications of Item Response Theory to Practical Testing Problems。Lawrence Erlbaum Associates, Inc.。  new window
7.Hambleton, R. K.、Swaminathan, H.(1985)。Item Response Theory: Principles and Applications。Boston, Massachusetts:Kluwer-Nijhoff。  new window
其他
1.黃志賢(2003)。九年一貫數學能力結構的文獻分析,http://www.math. ntnu.edu_tw/~cvc/_private/mathedu/me9/nineyear/index.htm。  延伸查詢new window
2.National Assessment Governing Board U.S. Department of Education(2002)。Mathematics Framework for the 2003 National Assessment of Educational Progress,http://nces.ed.gov/nationsreportcard/mathematics/results2003/, 2004/01/10。  new window
3.The Trends in International Mathematics and Science Study。TIMSS Mathematics Items: Released Set for Population 1 (Third and Fourth Grades),http://timss.bc.edu/timss1999.html, 2004/01/10。  new window
4.Trends in International Mathematics and Science Study。TIMSS Results,http://nces.ed.gov/timss/results.asp, 2004/01/10。  new window
 
 
 
 
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