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研究生: 張靖卿
Ching-Ching Chang
論文名稱: 高中學生科學實用智能評量及其與學校表現關係之研究
The Assessment of Practical Intelligence on Science and its Relations to School Performance by High School Students
指導教授: 吳武典
學位類別: 博士
Doctor
系所名稱: 特殊教育學系
Department of Special Education
論文出版年: 2005
畢業學年度: 93
語文別: 中文
論文頁數: 241
中文關鍵詞: 實用智能見識高中學生資優學生
英文關鍵詞: practical intelligence, tacit knowledge, high school students, gifted students
論文種類: 學術論文
相關次數: 點閱:205下載:71
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  • 本研究旨在發展高中學生科學實用智能的評量工具,並探討普通生和資優生的科學實用智能與學校表現之關係,研究對象為臺灣地區公立高中高一及高二的普通生和資優生。本研究共分成兩個部分,分別為科學實用智能之評量研究及科學實用智能與學校表現之關係研究。
    在研究一中,研究者編製「科學實用能力測驗」及「科學見識量表」兩套評量工具。「科學實用能力測驗」的內容包括數學和自然兩部分,由十位專家審核建立內容效度,並以與其他性向測驗之相關、分測驗間之相關和團體差異分析等方式建立構念效度;信度部分則以內部一致性和重測方式來建立;本測驗並以臺灣地區1,263位公立高中學生測驗資料建立常模。「科學見識量表」的內容包括經營自我、經營他人與經營工作,透過十六位科學領域專家的評定建立內容與構念效度,並以與其他性向測驗之相關、分量表間的相關、驗證性因素分析、團體差異分析、大專生科學見識得分與表現測量之相關等方式建立構念效度與效標關連效度;信度部分則以內部一致性和重測方式來建立;本量表並以臺灣地區1,208位公立高中學生得分資料建立常模。
    在研究二中,根據Sternberg所提之實用智能的理論,提出包括科學實用能力及科學見識的科學實用智能與包括成就表現和學校適應的學校表現之關係模式。第一階段以結構方程模式進行753位高中普通班和300位高中資優班學生樣本的「科學實用智能與學校表現關係模式」之適配度考驗,結果發現雖有部分資料未達理想值,但整體上理論模式與觀察資料可以適配。第二階段利用逐步設限的巢套模型來檢驗兩組樣本在各種恆等假設下模式適配度的變化,結果發現普通班和資優班學生的科學實用智能與學校表現關係模式並不相同,除了潛在自變項的觀察變項之誤差變異外;將兩種樣本之原始模式分別依據統計分析結果所建議的修正指標予以修正,修正後之模式適配度考驗結果,發現仍是模式的外在品質優於其內在品質,模式的修正對於實際觀察資料有更好的解釋力,但是實際上保留之變項的參數估計值與先前的差異不大。
    依據兩個研究的結果,獲得以下結論:(1)「科學實用能力測驗」為具有信效度之評量工具,可用以評量高中學生應用數學及自然科學的原理原則解決真實生活中問題之能力;(2)「科學見識量表」為具有信效度之評量工具,可用以評量高中學生在科學領域的見識;(3)普通班和資優班的科學實用智能與學校表現關係模式並不相同;資優班學生成就表現的觀察指標較具多樣性,包括數理和非數理的基本學測與競賽表現;科學實用能力與成就表現有高度的關係,但對學校適應則無顯著的影響;具有如科學專家般地處理事務之見識,對於成就表現並無影響,但對普通生而言其學校適應會較為良好;普通生的科學實用能力與科學見識之間並無顯著相關,而資優生的科學實用能力與科學見識之間有顯著低相關。

    The purposes of this study were twofold: (1) to develop instruments for measuring practical intelligence, and (2) to explore the relationship between practical intelligence on science and school performance by high school students. Participants consisted of regular students from grades 10 to 11 in public high schools as well as their gifted peers.
    The “Practical Science Ability Test”(PSAT) and the “Inventory of Tacit Knowledge on Science”(ITKS) were developed and standardized for the purpose. In PSAT, there involve math and science subtests. Both content validity and discriminative validity were established for the PSAT, and its internal consistency and test-retest reliability were found acceptable. The PSAT was standardized through the norm group of 1,263 high school students. The ITKS contains three subtests: managing self, managing others, and managing task. The ITKS also showed adequate content, construct and criterion-related validities, and acceptable internal and test-retest reliabilities. Based on Sternberg's theory of practical intelligence, the researcher proposed a relationship model of practical intelligence on science (i.e., practical abilities and tacit knowledge on science) and school performance (i.e., achievement and school adjustment), which was first tested on the subjects mentioned above via a structural equation modeling. The result showed that the observed data fitted the theoretical model. The model was again tested by the goodness of fit of the subjects under different invariance hypotheses. The result revealed that the relationship between practical intelligence on science and school performance of gifted students was different from that of the regular ones. The primary models of two samples were modified, and the results showed that the modified models provided a better fit to the observed data. Main conclusions were made as follows based on the findings of the two studies:

    1.The PSAT could be used to evaluate that to which extent the high school students apply principles in math and science to solve practical problems in real life;
    2.The ITKS could be used to measure the tacit knowledge on science of high school students;
    3.The relationship model between practical intelligence on science and school performance of gifted students was different from that of regular ones:
    (1)The school achievement indicators of gifted high school students were more variable in terms of academic achievement in math, science, and other field of study and competitions than that of their regular counterparts;
    (2)Gifted students’ practical abilities on science were highly related to their school achievement;
    (3)Though armed with tacit knowledge as perspective scientific experts, gifted students failed to show the impact of the knowledge on both achievement and school adjustment; yet for the regular students, the tacit knowledge on science did show significant impact on school adjustment;
    (4)For the regular students, there involved no significant relationship between practical abilities on science and tacit knowledge; however, it did show significant but little relationship between the two variables for the gifted students.

    中文摘要 Ⅰ 英文摘要 Ⅲ 目錄 Ⅴ 表次 Ⅶ 圖次 ⅩⅠ 第一章 緒論 第一節 問題背景與研究動機 1 第二節 研究目的與研究問題 7 第三節 研究架構 8 第四節 名詞釋義 10 第二章 文獻探討 第一節 實用智能的意義 13 第二節 實用智能的評量 23 第三節 實用智能的相關研究 26 第四節 實用智能中的「見識」 42 第三章 研究一:科學實用智能之評量研究 第一節 研究方法 53 第二節 「科學實用能力測驗」研究結果 68 第三節 「科學見識量表」研究結果 86 第四節 討論 122 第四章 研究二:科學實用智能與學校表現關係之研究 第一節 研究方法 129 第二節 結果與討論 140 第五章 結論與建議 第一節 研究結論 169 第二節 研究限制 174 第三節 教育應用上之建議 175 第四節 未來研究的建議 178 參考文獻 181 附錄一 「科學實用能力測驗」專家審題意見 192 附錄二 科學實用能力測驗 194 附錄三 科學見識量表-專家評定問卷 204 附錄四 科學見識量表-高中生預試用 212 附錄五 科學見識量表-高中生用 216 附錄六 科學見識量表-大學生用 220 附錄七 「科學實用能力」常模對照表 224 附錄八 「科學見識量表」常模對照表 228 附錄九 學校表現評量 230 附錄十 競賽表現計分示例 234 附錄十一 「科學見識量表」專家學者回答反應(平均數) 235 附錄十二 科學見識量表計分程式(SPSS用) 236

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