Verification of Dichotomous Scored Junior Secondary Schools Certificate Examination in Mathematics Achievement Test Using Classical Test Theory

Thomas Olabode Abe, O. J. Olojo, Samuel Oluwaseyi Olofin
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Abstract

In educational assessment there are two major frameworks by which items contained in a test can be examined. These are classical test theory and item response theory. In this study, the author prove the applicability of the classical test theory to the assessment of the quality of multiple- choice junior secondary mathematics test items. Fifty multiple –choice general mathematics test items were administered to four hundred (400) students randomly selected from twenty (20) Junior Secondary schools three (JSS III) students. Ten (10) schools each were purposively selected from private and public schools in Ado local government area of Ekiti state, Nigeria. Three general questions were generated and answered, while two hypotheses were formulated and tested using t-test statistic at 0.05 level significant. Results showed that, out of the 50 items in the test on the basis of difficulty parameter, five (5) items (10%) failed to meet the set criteria for item qualify while on the basis of item discriminating index five items were of poor quality. However, 45 items based on the established standards were considered ‘good’ items. Finally on the basic of performance, there was no significant differences between students in private and public schools, and also between male and female students from the twenty schools considered for this study which led to the upholding of the two hypotheses formulated for the study at p < 0.0.5. It is recommended that, general mathematics papers, that are to be used to examine students’ learning outcomes in Junior School Certificate Examination should be properly validated.  
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用经典测验理论验证初中毕业会考数学成就测验的二分法得分
在教育评估中,有两种主要的框架可以用来研究测验中的项目。它们是经典测验理论和项目反应理论。在本研究中,作者证明了经典测验理论在初中数学多项选择测验项目质量评估中的适用性。从二十(20)名初中三年级(JSS III)学生中随机抽取了四百(400)名学生,对他们进行了五十个多项选择普通数学测试项目的测试。从尼日利亚埃基蒂州阿多地方政府辖区的私立学校和公立学校中,有目的性地各选取了十(10)所学校。研究人员提出并回答了三个一般性问题,同时提出了两个假设,并使用 t 检验统计法进行了检验,检验结果为 0.05。结果显示,根据难度参数,在 50 个测试项目中,有五(5)个项目(10%)不符合项目合格的既定标准,而根据项目判别指数,有五个项目质量较差。然而,根据既定标准,有 45 个题目被认为是 "好 "题目。最后,在基本成绩方面,私立学校和公立学校的学生之间以及本研究考虑的 20 所学校的男女学生之间没有显著差异,因此本研究的两个假设成立,P < 0.0.5。建议对初中毕业会考中用于检验学生学习成果的普通数学试卷进行适当验证。
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