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Rebecca Burtenshaw; Merrilyn Goos – Mathematics Education Research Group of Australasia, 2024
This position paper examines the phenomenon of the McNamara Fallacy to analyse flawed conceptions of "success" in mathematics learning, normalised assessment structures and their implications for mathematics education. The established presence of the McNamara Fallacy and the ramifications of this statistical fallacy provide a foundation…
Descriptors: Criticism, Misconceptions, Mathematics Education, Success
Brízová, Leontýna; Gerbec, Kelsey; Šauer, Jirí; Šlégr, Jan – Physics Education, 2018
In this paper we present a critical analysis of some of the arguments of flat Earth theory, and we also try to show that this analysis and refutation of these false claims can be a useful exercise in critical thinking that is so much needed today. This article can also make it easier for teachers who are exposed to some of the arguments of flat…
Descriptors: Critical Thinking, Earth Science, Science Activities, Scientific Concepts
Rosenhouse, Jason – Science & Education, 2016
The teaching of evolution in American high schools has long been a source of controversy. The past decade has seen an important shift in the rhetoric of anti-evolutionists, toward arguments of a strongly mathematical character. These mathematical arguments, while different in their specifics, follow the same general program and rely on the same…
Descriptors: Evolution, Science Instruction, Secondary School Science, High Schools
Gay, A. Susan; Peterson, Ingrid – PRIMUS, 2014
Concept-focused quiz questions required College Algebra students to write about their understanding. The questions can be viewed in three broad categories: a focus on sense-making, a focus on describing a mathematical object such as a graph or an equation, and a focus on understanding vocabulary. Student responses from 10 classes were analyzed.…
Descriptors: College Mathematics, Undergraduate Study, Content Area Writing, Algebra
Mueller, Mary; Yankelewitz, Dina – Kappa Delta Pi Record, 2014
Gain a new perspective on the sharing of erroneous solutions in classroom discussions. Based on their research in grades four and six, the authors reveal how student-to-student correction of errors promotes mathematical reasoning and understanding. Tips for teachers include strategies for using students' errors to encourage reasoning during…
Descriptors: Teaching Methods, Error Correction, Mathematics Instruction, Elementary School Mathematics
Zeytun, Aysel Sen; Cetinkaya, Bulent; Erbas, Ayhan Kursat – Educational Sciences: Theory and Practice, 2010
Various studies suggest that covariational reasoning plays an important role on understanding the fundamental ideas of calculus and modeling dynamic functional events. The purpose of this study was to investigate a group of mathematics teachers' covariational reasoning abilities and predictions about their students. Data were collected through…
Descriptors: Mathematics Teachers, Calculus, Misconceptions, Thinking Skills
Masters, Jessica – Journal of Technology, Learning, and Assessment, 2010
An online interactive geometry item was developed to explore students' abilities to create prototypical and "tilted" rectangles out of line segments. The item was administered to 1,002 students. The responses to the item were hand-coded as correct, incorrect, or incorrect with possible evidence of a misconception. A variation of the nearest…
Descriptors: Mathematics Instruction, Geometry, Scoring, Validity
Watson, J. M.; Kelly, B. A. – International Journal of Mathematical Education in Science and Technology, 2007
Although errors in reasoning about conditional probability have been the focus of interest of psychologists for a long time, the development of conditional reasoning in school students has received little attention. This paper considers the responses of 69 students across grades 3 to 13 in an attempt to model the development of appropriate…
Descriptors: Mathematical Logic, Mathematical Concepts, Probability, Misconceptions