A DIF study and competence indicators achievement of 6th grade students’mathematics test

碩士 === 國立臺中教育大學 === 教育測驗統計研究所 === 99 === We used data from TASA (Taiwan Assessment of Student Achievement) and analyzed it with two different methods: 1. We used classical test theory (CTT) and item response theory (IRT) to test the difficulty of the questions and how the students performed and achi...

Full description

Bibliographic Details
Main Authors: Shuie-Lin Chuang, 莊學霖
Other Authors: 曾建銘
Format: Others
Language:zh-TW
Published: 2010
Online Access:http://ndltd.ncl.edu.tw/handle/82960346758670162501
id ndltd-TW-098NTCTC629033
record_format oai_dc
spelling ndltd-TW-098NTCTC6290332015-10-13T18:20:58Z http://ndltd.ncl.edu.tw/handle/82960346758670162501 A DIF study and competence indicators achievement of 6th grade students’mathematics test 小六數學科試題與性別的試題差別功能(DIF)現象與能力指標達成率分析研究 Shuie-Lin Chuang 莊學霖 碩士 國立臺中教育大學 教育測驗統計研究所 99 We used data from TASA (Taiwan Assessment of Student Achievement) and analyzed it with two different methods: 1. We used classical test theory (CTT) and item response theory (IRT) to test the difficulty of the questions and how the students performed and achieved the correct answers. 2. We used the following methods , Mantel-Haenszel, Crossing-SIBTEST, EZDIF ETS, and EZDIF LR to verify the questions of 2006 TASA mathematics test to see if DIF exist. The test sample was sufficient, so when =.01, if more than three methods verified the question was DIF, we assumed this question was DIF. If Crossing-SIBTEST tested the question was DIF while Mantel-Haenszel and ETS did not, we verified them to see if non-uniform DIF exist. We also performed the distraction analysis to find out why DIF occurs and what methods are feasible to verify DIF. It appears that the consistency rate of the four methods for DIF is over 79.67%; among them, the consistency between LR and Mantel-Haenszel and LR and ETS are the lowest. In the end, we proposed some suggestions to school instructors, TASA database administrators based on the competency differentiations between boys and girls for future research reference. The conclusions of our study are listed below: 1. The achievement of competence indicators of 6th grade students:「N_3_10」has the lowest average achievement rate while 「N_2_8」has the highest. Boys’ correct rate is over 5% better than girls in two competence indicators while girls have only one. We applied independent sample T to examine the three indicators and verified their significance. 2. 7 questions appeared to be DIF out of 103 which is about 6.8%. In whole, we cannot decide if the 2006 TASA 6th grade math test is favorable for the boys or the girls. 3. Conclusions of option analysis: 6 DIF questions have good discrimination, the other one does not. In tense of difficulty of the questions, only one question is difficult for both girls and boys; the rest of them are ranged between easy to medium. Averagely, option distraction is at a fair level. 曾建銘 陳桂霞 2010 學位論文 ; thesis 92 zh-TW
collection NDLTD
language zh-TW
format Others
sources NDLTD
description 碩士 === 國立臺中教育大學 === 教育測驗統計研究所 === 99 === We used data from TASA (Taiwan Assessment of Student Achievement) and analyzed it with two different methods: 1. We used classical test theory (CTT) and item response theory (IRT) to test the difficulty of the questions and how the students performed and achieved the correct answers. 2. We used the following methods , Mantel-Haenszel, Crossing-SIBTEST, EZDIF ETS, and EZDIF LR to verify the questions of 2006 TASA mathematics test to see if DIF exist. The test sample was sufficient, so when =.01, if more than three methods verified the question was DIF, we assumed this question was DIF. If Crossing-SIBTEST tested the question was DIF while Mantel-Haenszel and ETS did not, we verified them to see if non-uniform DIF exist. We also performed the distraction analysis to find out why DIF occurs and what methods are feasible to verify DIF. It appears that the consistency rate of the four methods for DIF is over 79.67%; among them, the consistency between LR and Mantel-Haenszel and LR and ETS are the lowest. In the end, we proposed some suggestions to school instructors, TASA database administrators based on the competency differentiations between boys and girls for future research reference. The conclusions of our study are listed below: 1. The achievement of competence indicators of 6th grade students:「N_3_10」has the lowest average achievement rate while 「N_2_8」has the highest. Boys’ correct rate is over 5% better than girls in two competence indicators while girls have only one. We applied independent sample T to examine the three indicators and verified their significance. 2. 7 questions appeared to be DIF out of 103 which is about 6.8%. In whole, we cannot decide if the 2006 TASA 6th grade math test is favorable for the boys or the girls. 3. Conclusions of option analysis: 6 DIF questions have good discrimination, the other one does not. In tense of difficulty of the questions, only one question is difficult for both girls and boys; the rest of them are ranged between easy to medium. Averagely, option distraction is at a fair level.
author2 曾建銘
author_facet 曾建銘
Shuie-Lin Chuang
莊學霖
author Shuie-Lin Chuang
莊學霖
spellingShingle Shuie-Lin Chuang
莊學霖
A DIF study and competence indicators achievement of 6th grade students’mathematics test
author_sort Shuie-Lin Chuang
title A DIF study and competence indicators achievement of 6th grade students’mathematics test
title_short A DIF study and competence indicators achievement of 6th grade students’mathematics test
title_full A DIF study and competence indicators achievement of 6th grade students’mathematics test
title_fullStr A DIF study and competence indicators achievement of 6th grade students’mathematics test
title_full_unstemmed A DIF study and competence indicators achievement of 6th grade students’mathematics test
title_sort dif study and competence indicators achievement of 6th grade students’mathematics test
publishDate 2010
url http://ndltd.ncl.edu.tw/handle/82960346758670162501
work_keys_str_mv AT shuielinchuang adifstudyandcompetenceindicatorsachievementof6thgradestudentsmathematicstest
AT zhuāngxuélín adifstudyandcompetenceindicatorsachievementof6thgradestudentsmathematicstest
AT shuielinchuang xiǎoliùshùxuékēshìtíyǔxìngbiédeshìtíchàbiégōngnéngdifxiànxiàngyǔnénglìzhǐbiāodáchénglǜfēnxīyánjiū
AT zhuāngxuélín xiǎoliùshùxuékēshìtíyǔxìngbiédeshìtíchàbiégōngnéngdifxiànxiàngyǔnénglìzhǐbiāodáchénglǜfēnxīyánjiū
AT shuielinchuang difstudyandcompetenceindicatorsachievementof6thgradestudentsmathematicstest
AT zhuāngxuélín difstudyandcompetenceindicatorsachievementof6thgradestudentsmathematicstest
_version_ 1718030474563026944