2012
DOI: 10.4102/pythagoras.v33i3.19
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Meeting the requirements of both classroom-based and systemic assessment of mathematics proficiency: The potential of Rasch measurement theory

Abstract: The challenges inherent in assessing mathematical proficiency depend on a number of factors, amongst which are an explicit view of what constitutes mathematical proficiency, an understanding of how children learn and the purpose and function of teaching. All of these factors impact on the choice of approach to assessment. In this article we distinguish between two broad types of assessment, classroom-based and systemic assessment. We argue that the process of assessment informed by Rasch measurement theor… Show more

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Cited by 16 publications
(15 citation statements)
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References 11 publications
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“…Disparities among school-based testing procedures (Webb, 1997), possible variations in curriculum coverage across schools and other differences may lead to questioning the fairness of the NAS. Within the limits set by these caveats, we take the view advanced by Dunne, Long, Craig and Venter (2012) that a good balance between NAS and school-based assessment is possible with proper test design and effective reporting of results. Proper test design encapsulates considerations of the extent to which the test adequately elicits meaningful information on what learners know, can or cannot do in the subject area of interest.…”
Section: Reporting Mathematics Resultsmentioning
confidence: 99%
“…Disparities among school-based testing procedures (Webb, 1997), possible variations in curriculum coverage across schools and other differences may lead to questioning the fairness of the NAS. Within the limits set by these caveats, we take the view advanced by Dunne, Long, Craig and Venter (2012) that a good balance between NAS and school-based assessment is possible with proper test design and effective reporting of results. Proper test design encapsulates considerations of the extent to which the test adequately elicits meaningful information on what learners know, can or cannot do in the subject area of interest.…”
Section: Reporting Mathematics Resultsmentioning
confidence: 99%
“…Yet, studies based on the latent-theory model show that it is more difficult to improve from a score of, say, 80% to 85% than from 20% to 25% even though the interval (5%) is the same in both cases (Bond & Fox, 2007;Dunne et al, 2012). Fourth, reporting performance against seven levels (DBE, 2012) could compromise the accuracy of information and meaningfulness of associated reports.…”
Section: Curriculum Specifications For Reporting Resultsmentioning
confidence: 99%
“…Issues of whether ANA results are recorded, reported and disseminated in ways that make their meaning understandable so that they can be utilised optimally by targeted users have aroused growing interest into the role that LSAS in general and ANAs in particular, can play in improving the quality of teaching and learning in schools (Hoadley & Muller, 2014;Kanjee & Moloi, 2014). Reporting assessment results in raw scores such as percentage correct responses has received sharp criticism regarding its utility value as well as its lack of measurement accuracy and consistency (Braun & Kanjee, 2007;Bond & Fox, 2007;Dunne et al, 2012).…”
Section: Anil Kanjeementioning
confidence: 99%
“…The systemic assessments are administered at international, regional and national levels for different functions (Dunne et al, 2012). Ideally, data from international systemic assessments such as TIMSS evaluates the performance of a country's curriculum globally (Kellaghan et al, 2009;Resnick & Schantz, 2017).…”
Section: Introductionmentioning
confidence: 99%