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Showing all 4 results
Haja, Shajahan; Clarke, David – Mathematics Education Research Journal, 2011
The structure of two-tier testing is such that the first tier consists of a multiple-choice question and the second tier requires justifications for choices of answers made in the first tier. This study aims to evaluate two-tier tasks in "proportion" in terms of students' capacity to write and select justifications and to examine the effect of…
Descriptors: Student Attitudes, Alternative Assessment, Testing, Misconceptions
Wilson, Jeni; Clarke, David – Mathematics Education Research Journal, 2004
Metacognition has been accorded a role in both mathematical problem solving and in the learning of mathematics. There has been consistent advocacy of the need for the promotion of metacognitive activity in both domains. Such advocacy can only be effective if the advocated process is well understood. In this paper we have four goals: to describe a…
Descriptors: Metacognition, Problem Solving, Mathematics, Grade 6
Peer reviewedHelme, Sue; Clarke, David – Mathematics Education Research Journal, 2001
Reports an analysis of videotape and interview data from four Year 8 mathematics lessons from the perspective of student cognitive engagement. Reports that cognitive engagement can be consistently recognized by specific linguistic and behavioral indicators. (Author/MM)
Descriptors: Cognitive Processes, Linguistic Performance, Mathematics Education, Secondary Education
Peer reviewedSullivan, Peter; Clarke, David – Mathematics Education Research Journal, 1992
Examined the quality of responses of six classes of grade six students to four questions requiring multiple and generalized solutions posed under varying conditions. Results indicated that this type of question can be useful in classrooms because students can respond at a variety of levels. (13 references) (MDH)
Descriptors: Cognitive Development, Cognitive Processes, Discussion (Teaching Technique), Elementary Education

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