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Oxman, Victor; Stupel, Moshe – International Journal of Mathematical Education in Science and Technology, 2022
We present action research of a problem posed as part of a multi-participant national (Israeli) test checking the mathematical knowledge of high school students at the ages of 16-17, where some of those who solved this problem made an error by using the converse to a well-known theorem, where the converse is not true. In order to examine the…
Descriptors: Knowledge Level, High School Students, Problem Solving, Error Patterns
Askey, Richard – Advances in STEM Education, 2018
Two content topics will be described. One deals with geometric measurement: length, area, and volume. These are important topics and they have not been learned very well. In particular, what types of relations can one consider when dealing with these three aspects of geometric measurement? The second topic is fractions, and different views of what…
Descriptors: Knowledge Level, Geometry, Measurement, Geometric Concepts
Regional Educational Laboratory Central, 2020
To increase opportunities for students to take more advanced math courses in high school, many school districts enroll grade 8 students in Algebra I, a gateway course for advanced math. But students who take Algebra I in grade 8 and skip other math courses, such as grade 8 general math, might miss opportunities to develop the foundational…
Descriptors: Grade 7, Grade 8, Algebra, Mathematics Instruction
Conner, Kimberly – Mathematics Teacher, 2015
This article is based on the author's experiences as a second-year teacher at a small private school teaching all sections of Geometry and Algebra 2. Working with the same students in both courses, the author was aware of each one's levels of retention and execution of Algebra 1 concepts before the beginning of the year. The author often noticed…
Descriptors: Algebra, Private Schools, Geometry, Mathematics Skills
Mamolo, Ami; Ruttenberg-Rozen, Robyn; Whiteley, Walter – ZDM: The International Journal on Mathematics Education, 2015
In this article, we develop a theoretical model for restructuring mathematical tasks, usually considered advanced, with a network of spatial visual representations designed to support geometric reasoning for learners of disparate ages, stages, strengths, and preparation. Through our geometric reworking of the well-known "open box…
Descriptors: Geometry, Geometric Concepts, Mathematical Logic, Thinking Skills
Levav-Waynberg, Anat; Leikin, Roza – Canadian Journal of Science, Mathematics and Technology Education, 2012
The article demonstrates that multiple solution tasks (MSTs) in the context of geometry can serve as a research instrument for evaluating geometry knowledge and creativity. Geometry knowledge is evaluated based on the correctness and connectedness of solutions, whereas creativity is evaluated based on a combination of fluency, flexibility, and…
Descriptors: Geometry, Creativity, Problem Solving, Mathematics Instruction
Liu, Jun; Sha, Sha; Zheng, Qinghua; Zhang, Wei – International Journal of Distance Education Technologies, 2012
Assigning difficulty level indicators to the knowledge units helps the learners plan their learning activities more efficiently. This paper focuses on how to use the topology of a knowledge map to compute and rank the difficulty levels of knowledge units. Firstly, the authors present the hierarchical structure and properties of the knowledge map.…
Descriptors: Foreign Countries, Knowledge Level, Difficulty Level, Educational Technology
Manizade, Agida – Understanding Our Gifted, 2009
Adam, an 11th grader, was identified as gifted and accepted into a two week summer enrichment program. He signed up for "Geometry with Flash Programming." He had no prior programming experience but had a strong and healthy self-image as mathematics student. Although Adam had a positive attitude toward mathematics and saw himself as a successful…
Descriptors: Learning Activities, Geometric Concepts, Geometry, Academically Gifted
Mack, Nancy K. – Teaching Children Mathematics, 2007
This article describes how research on children's geometric thinking was used in conjunction with the picture book "The Greedy Triangle" to gain valuable insights into children's prior geometric knowledge of polygons. Exercises focused on the names, visual appearance, and properties of polygons, as well as real-world connections for each, are…
Descriptors: Picture Books, Knowledge Level, Geometric Concepts, Geometry
Gattegno, Caleb – Mathematics Teaching Incorporating Micromath, 2007
Jean Louis Nicolet is a Swiss teacher of mathematics who found his subject so fascinating that he was puzzled as to why so many pupils could not share this enjoyment in their studies. He came to a conclusion which is now supported by the results of psychological research into the learning process: he suggested that the mind does not spontaneously…
Descriptors: Mathematics Education, Psychological Studies, Intuition, Geometry
Powers, Robert; Blubaugh, William – Contemporary Issues in Technology and Teacher Education (CITE Journal), 2005
The preparation of preservice teachers to use technology is one of the most critical issues facing teacher education programs. In response to the growing need for technological literacy, the University of Northern Colorado created a second methods course, Tools and Technology of Secondary Mathematics. The goals of the course include (a) providing…
Descriptors: Teacher Competencies, Technology Uses in Education, Technological Literacy, Mathematics Instruction
Heath, Penney – 1994
Two cases are described in which alternative assessments have been successfully employed in college mathematics. Case 1 describes an alternative assessment applied in a class of 10 elementary school teachers studying Euclidean geometry as required by state teacher-certification requirements. One student asserted that he already had an adequate…
Descriptors: Academic Achievement, Algebra, Alternative Assessment, Case Studies

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