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Andrzejewska, Magdalena; Stolinska, Anna; Blasiak, Wladyslaw; Peczkowski, Pawel; Rosiek, Roman; Rozek, Bozena; Sajka, Miroslawa; Wcislo, Dariusz – Interactive Learning Environments, 2016
The results of qualitative and quantitative investigations conducted with individuals who learned algorithms in school are presented in this article. In these investigations, eye-tracking technology was used to follow the process of solving algorithmic problems. The algorithmic problems were presented in two comparable variants: in a pseudocode…
Descriptors: Qualitative Research, Statistical Analysis, Mathematics, Eye Movements
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Hoogland, Kees; Pepin, Birgit – Adults Learning Mathematics, 2016
Word problems are often used to assess numeracy, despite the growing number of reports on difficulties students encounter with this genre of mathematical problems. These reports contend that a large number of difficulties are influenced by the way the problems are presented, that is, with verbal representations of the problem situations. These…
Descriptors: Foreign Countries, Numeracy, Word Problems (Mathematics), Adults
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Bas, Fatih – Universal Journal of Educational Research, 2016
This study aims to observe the pre-service secondary mathematics teachers' metacognitive awareness in terms of the variables gender and class level and determine their metacognitive behaviours which showed in the non-routine problems. A partially mixed sequential dominant status design was carried out with a total of 287 participants. The data of…
Descriptors: Foreign Countries, Preservice Teachers, Secondary School Teachers, Mathematics Teachers
Richland, Lindsey E.; Begolli, Kreshnik Nasi; Simms, Nina; Frausel, Rebecca R.; Lyons, Emily A. – Grantee Submission, 2016
Mathematical discussions in which students compare alternative solutions to a problem can be powerful modes for students to engage and refine their misconceptions into conceptual understanding, as well as to develop understanding of the mathematics underlying common algorithms. At the same time, these discussions are challenging to lead…
Descriptors: Mathematics Instruction, Problem Solving, Difficulty Level, Cognitive Processes
Bakar, Kamariah Abu; Way, Jennifer; Bobis, Janette – Mathematics Education Research Group of Australasia, 2016
This paper explores young children's drawings (6 years old) in early number and addition activities in Malaysia. Observation, informal interviews and analysis of drawings revealed two types of drawing, and gave insight into the transitional process required for children to utilise drawings in problem solving. We argue the importance of valuing and…
Descriptors: Foreign Countries, Young Children, Freehand Drawing, Problem Solving
Budgett, Stephanie; Pfannkuch, Maxine – Teaching and Learning Research Initiative, 2016
This report summarises the research activities and findings from the TLRI-funded project entitled "Visualising Chance: Learning Probability Through Modelling." This exploratory study was a 2-year collaboration among two researchers, two conceptual software developers/interactive graphics experts, three university lecturers/practitioners,…
Descriptors: Statistics, Probability, Mathematical Models, Computer Software
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Doroudi, Shayan; Holstein, Kenneth; Aleven, Vincent; Brunskill, Emma – International Educational Data Mining Society, 2016
How should a wide variety of educational activities be sequenced to maximize student learning? Although some experimental studies have addressed this question, educational data mining methods may be able to evaluate a wider range of possibilities and better handle many simultaneous sequencing constraints. We introduce Sequencing Constraint…
Descriptors: Intelligent Tutoring Systems, Sequential Approach, Problem Solving, Learning Processes
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Siegel, Jonathan W.; Siegel, P. B. – Physics Teacher, 2011
Integers are sometimes used in physics problems to simplify the mathematics so the arithmetic does not distract students from the physics concepts. This is particularly important in exams where students should not have to spend a lot of time using their calculators. Common uses of integers in physics problems include integer solutions to…
Descriptors: Physics, Numbers, Mathematics, Equations (Mathematics)
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Garofalo, Joe; Trinter, Christine P. – Mathematics Teacher, 2012
By working through well-designed tasks, students can expand their thinking about mathematical ideas and their approaches to solving mathematical problems. They can come to see the value of looking at tasks from different perspectives and of using different representations. This article discusses four tasks that encourage high school students and…
Descriptors: Mathematics Instruction, Secondary School Mathematics, Mathematical Concepts, Preservice Teacher Education
Magruder, Robin Lee – ProQuest LLC, 2012
The purpose of this embedded quasi-experimental mixed methods research was to use solving simple linear equations as the lens for looking at the effectiveness of concrete and virtual manipulatives as compared to a control group using learning methods without manipulatives. Further, the researcher wanted to investigate unique benefits and drawbacks…
Descriptors: Middle School Students, Equations (Mathematics), Mathematics, Manipulative Materials
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Rittle-Johnson, Bethany; Star, Jon R.; Durkin, Kelley – British Journal of Educational Psychology, 2012
Background: A key learning outcome in problem-solving domains is the development of procedural flexibility, where learners know multiple procedures and use them appropriately to solve a range of problems (e.g., Verschaffel, Luwel, Torbeyns, & Van Dooren, 2009). However, students often fail to become flexible problem solvers in mathematics. To…
Descriptors: Problem Solving, Grade 8, Teaching Methods, Outcomes of Education
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Bush, Sarah B.; Karp, Karen S. – Mathematics Teaching in the Middle School, 2012
This article presents an activity based on the popular book and movie "The Hunger Games." The activity was designed to engage middle school students in using the mathematics found in the book. This activity provides a meaningful way to connect probability to a work of adolescent literature that related to, was interesting to, and…
Descriptors: Adolescent Literature, Middle Schools, Hunger, Mathematics Activities
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Chang, Kuo-En; Wu, Lin-Jung; Weng, Sheng-En; Sung, Yao-Ting – Computers & Education, 2012
A problem-posing system is developed with four phases including posing problem, planning, solving problem, and looking back, in which the "solving problem" phase is implemented by game-scenarios. The system supports elementary students in the process of problem-posing, allowing them to fully engage in mathematical activities. In total, 92 fifth…
Descriptors: Experimental Groups, Control Groups, Mathematics Education, Problem Solving
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Konyalioglu, Alper Cihan; Aksu, Zeki; Senel, Esma Ozge – International Journal of Mathematical Education in Science and Technology, 2012
Visualization is mostly despised although it complements and--sometimes--guides the analytical process. This study mainly investigates teachers' preferences concerning the use of the visualization method and determines the extent to which they encourage their students to make use of it within the problem-solving process. This study was conducted…
Descriptors: Student Evaluation, Foreign Countries, Mathematical Concepts, Visualization
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Foley, Elizabeth – Australian Primary Mathematics Classroom, 2019
In this article, Libby reflects on her experiences as a teacher, wife and mother while working at a school in Far North Queensland. In sharing these aspects of her identity, she effectively demonstrated one of the ways in which non-Indigenous educators can begin to connect with and address the learning needs of Indigenous students.
Descriptors: Indigenous Populations, Mathematics Instruction, Teacher Attitudes, Professional Identity
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