Rasch model item response theory (IRT) to analyze the quality of mathematics final semester exam test on system of linear equations in two variables (SLETV)

Adilla Desy Rizbudiani, A. Jaedun, Abdul Rahim, Arief Nurrahman
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引用次数: 2

Abstract

A high-quality test has a balanced level of difficulty and can be completed by the respondent with their level of abilities. This study analyzed the test instrument used to measure students' mathematics abilities in the semester final exam on System of Linear Equations in Two-Variables. The purposive sampling technique was applied to select the respondent students (N=195). The test items were twenty multiple-choice questions. The researchers performed the data analysis using Rasch model Item Response Theory (IRT) approach with the QUEST program. The analysis revealed that the twenty items’ validity matched the Rasch model with a range of INFIT MNSQ values between 0.89 – 1.17. Items on the final semester exam can be used based on the estimated OUTFIT t-value less than equal to 2.00. The OUTFIT t analysis obtained nineteen qualified items and one unqualified item. 
Rasch模型项目反应理论(IRT)分析数学期末考试质量双变量线性方程组试题(SLETV)
一个高质量的测试有一个平衡的难度水平,可以由被调查者以他们的能力水平完成。本研究分析了在双变量线性方程组学期期末考试中用于测试学生数学能力的测试工具。采用有目的抽样方法,选取195名被调查者。测试项目是20个选择题。研究人员使用Rasch模型项目反应理论(IRT)方法对QUEST程序进行数据分析。结果表明,20个项目的效度符合Rasch模型,INFIT MNSQ值在0.89 ~ 1.17之间。期末考试的项目可以根据估计的OUTFIT t值小于等于2.00来使用。该分析得到19个合格项和1个不合格项。
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