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Weiland, Travis; Orrill, Chandra Hawley; Nagar, Gili Gal; Brown, Rachael Eriksen; Burke, James – Journal of Mathematics Teacher Education, 2021
Proportional reasoning is foundational in school mathematics. Despite the importance of proportional reasoning, little has been written about the knowledge needed for teachers to teach proportional reasoning relative to its importance. In this paper, we present an initial definition for a robust understanding of proportional reasoning for teaching…
Descriptors: Mathematical Concepts, Logical Thinking, Mathematics Education, Teacher Education
Orrill, Chandra Hawley; Copur-Gencturk, Yasemin; Cohen, Allan; Templin, Jonathan – Research in Mathematics Education, 2020
In this paper, we focus on the design of assessments of mathematics teachers' knowledge by emphasising the importance of identifying the purpose for the assessment, defining the specific construct to be measured, and considering the affordances of particular psychometric models on the development of assessments as well as how they are able to…
Descriptors: Mathematics Teachers, Pedagogical Content Knowledge, Knowledge Level, Assessment Literacy
Nagar, Gili Gal; Weiland, Travis; Brown, Racheal Eriksen; Orrill, Chandra Hawley; Burke, James – North American Chapter of the International Group for the Psychology of Mathematics Education, 2016
In this study we explored to what extent middle school teachers were able to appropriately identify proportional situations when presented with various mathematical structures and if there were relationships between attributes of the teachers and their ability to identify proportional situations. Interestingly, there were no strong relationships…
Descriptors: Mathematics Instruction, Middle School Teachers, Secondary School Mathematics, Mathematical Concepts
Izsak, Andrew; Orrill, Chandra Hawley; Cohen, Allan S.; Brown, Rachael Eriksen – Elementary School Journal, 2010
We report the development of a multiple-choice instrument that measures the mathematical knowledge needed for teaching arithmetic with fractions, decimals, and proportions. In particular, the instrument emphasizes the knowledge needed to reason about such arithmetic when numbers are embedded in problem situations. We administered our instrument to…
Descriptors: Mathematics Instruction, Numbers, Arithmetic, Interviews