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題名:九年一貫課程數學領域能力指標「數與量」、「代數」主題軸第一、二階段表現標準適切性評估之研究
書刊名:師大學報. 教育類
作者:杜佳真林世華
作者(外文):Tu, Chia-chenLin, Sieh-hwa
出版日期:2007
卷期:52:1
頁次:頁63-85
主題關鍵詞:表現標準設定程序得懷術數學領域表現標準Performance standard setting procedureDelphi methodMathematical performance standards
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(2) 博士論文(0) 專書(0) 專書論文(0)
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  • 共同引用共同引用:1
  • 點閱點閱:66
  本研究以九年一貫課程數學領域暫行綱要為例,利用Angoff(1971)所提出的表現標準設定程序和得懷術技術來評估由研究者重組之第一、二階段「數與量」和「代數」主題軸之數學基本能力表現標準的適切性。依據三階段程序進行,第一階段為準備階段,主要為學生實徵資料的收集和專家的邀集;第二階段為執行階段,主要進行三回合專家評估;第三階段為後續階段,主要以描述專家評估結果和收集專家回饋意見為主。經過15 位專家代表進行3 次評估問卷,結果發現:第一階段能力指標所指陳的學生表現標準較合乎我國學生的實徵結果,第二階段能力指標所指陳的表現標準較為簡單。
The purpose of this study is to evaluate the Taiwanese students’ performance in math, specifically in regard to number/quantity and algebra. In order to complete the study the researchers used the Delphi method to set the performance standards.The process of setting performance standards consisted of three stages. Stage 1, the preparatory stage, where as in essential background information about the exam which the participants required to take was provided by 15 experts.Stage 2 was the modified stage, those experts modified their evaluations according to the students’ performance test. In stage 3, the final stage, the results of the evaluations were analyzed by the experts. The three separate evaluations demonstrated that the stage-one competence indicator was correlated with existing data we collected from our participants. In contrast, the result of the stage-two competence indicator did not correlate so closely with the performance standard.
期刊論文
1.Jaeger, Richard M.(1991)。Selection of judges for standard setting。Educational Measurement: Issues and Practice,10(2),3-14。  new window
2.Plake, B. S.、Melican, G. J.、Mills, C. N.(1991)。Factors Influencing Intrajudge Consistency during Standardsetting。Educational Measurement: Issues and Practice,10(2),15-25。  new window
3.Cizek, Gregory J.(1996)。Standard-setting guidelines。Educational Measurement: Issues and Practice,15(1),13-21。  new window
4.曾志朗(2003)。數字會說話。科學人,22。  延伸查詢new window
5.John, J.、Judy, A.、James, C.(1988)。A Note on the Application of Multiple Matrix Sampling to Standard Setting。Journal of Educational Measurement,25(2),159-164。  new window
6.Plake, B. S.、Impara, J.(2001)。Ability of Panelists to Estimate item Performance for a Target Group of Candidates: An Issue in Judegmenal Standard Setting。Educational Assessment,7(2),87-97。  new window
7.Reckase, M. D.(1998)。Converting Boundaries between National Assessment Governing Board Performance Categories to Point on the National Assessment of Educational Progress Score Scale: The 1996 Science NAEP Process。Applied Measurement in Education,11(1),9-21。  new window
8.Hurtz, G. M.、Hertz, N. R.(1999)。How Many Raters Should be Used for Establishing Cutoff Scores with the Angoff Method?。Educational and Psychological Measurement,59(6),885-897。  new window
9.Goodwin, L. D.(1999)。Relations between Observed Item Difficulty Levels and Angoff Minimum Passing Levels for a Group of Borderline Examinees。Applied Measurement in Education,12(1),13-28。  new window
研究報告
1.Reckase, M. D.(2000)。The ACT/NAGB Standard Setting Process: How "Modify" Does It Have before It Is No Longer a Modified-Angoff Process?。New Orleans, LA。  new window
2.Patrick, I.、Plake, S.、Impara, J. C.(2000)。Validity of Item Performance Estimates from an Angoff Standard Setting Study。San Diego。  new window
3.Arrasmith, G. A.、Hambleton, R. K.(1988)。Steps for Setting Standards with the Angoff Method。Amherst, MA。  new window
4.Plake, B. S.、Impara, J. C.(1996)。Intrajudge Consistency Using the Angoff Standard-setting Method。San Diego。  new window
學位論文
1.杜佳真(2004)。能力指標系統的重組及表現標準適切性評估之研究-以數學領域能力指標為例,0。new window  延伸查詢new window
圖書
1.Raymond, M. R.、Reid, J. B.(2001)。Who made thee a judge? Selecting and training participants for standard setting。Setting Performance Standards: Concepts, Methods, and Perspectives。Mahwah, NJ:Lawrance Erlbaum Associates。  new window
2.張紹勳(2000)。研究方法。臺中市:滄海。  延伸查詢new window
3.黃政傑、李隆盛(1996)。中小學基本學力指標之綜合規劃研究。臺北:台灣師範大學教育研究中心。  延伸查詢new window
4.教育測驗中心(1998)。國際學科評量1999:數學。國際學科評量1999:數學。澳洲,雪梨。  延伸查詢new window
5.Jaeger, R. M.(1989)。Certification of Student Competence。Educational Measurement。New York, NY。  new window
6.Hambleton, R. K.(1996)。Advances in Assessment Models, Methods, and Pratices。Handbook of Educatopnal Psychology。New York, NY。  new window
7.Trends in International Mathematics and Science Study(1999)。TIMSS 1999 Assessment-8th Grade Mathematics。  new window
其他
1.(2003)。國民小學概況,0。  延伸查詢new window
2.Trends in International Mathematics and Science Study(1995)。TIMSS Mathmatics Items: Released Set for Population 1 (Third and Fourth Grades),0。  new window
3.Plake, B. S.,Impara, J. C.,Patrick, M. I.(1999)。Validation of Angoff-bases Predictions of Item Performance,San Diego。  new window
圖書論文
1.Angoff, William H.(1971)。Scales, norms, and equivalent scores。Educational measurement。Washington, DC:American Council on Education。  new window
 
 
 
 
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