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David W. Braithwaite; Anna N. Rafferty – Cognitive Science, 2025
Math problem solving frequently involves choices among alternative strategies. Strategy choices, and effects of problem features on strategy choices, both vary among individuals. We propose that individual differences in strategy choices can be well characterized in terms of parametric variation in three types of influence: global bias, relevant…
Descriptors: Individual Differences, Fractions, Arithmetic, Problem Solving
Wienecke, Lisa-Marie; Leiss, Dominik; Ehmke, Timo – International Electronic Journal of Mathematics Education, 2023
This study investigates the extent to which student and task-related characteristics are associated with different types of note-taking and analyzes how task success depends on these elements. For this purpose, a sample of n=866 students (age: mean=13.99) completing two reality-based tasks as part of a paper and pencil test are considered. The…
Descriptors: Notetaking, Problem Solving, Mathematics Education, Authentic Learning
Maria Bempeni; Stavroula Poulopoulou; Xenia Vamvakoussi – Online Submission, 2021
In the present study, we tested the hypotheses that: a) there are individual differences in secondary students' conceptual and procedural fraction knowledge, and b) these differences are predicted by students' approach (deep vs. surface) to mathematics learning. We used two instruments developed and evaluated for the purposes of the study which…
Descriptors: Mathematics Instruction, Teaching Methods, Prediction, Learning Processes
Görgün, Sena; Tican, Canses – International Education Studies, 2020
The main purpose of the current study is to investigate middle school students' math self-efficacy perceptions and math problem posing attitudes. The sample of the study is comprised of 990 fifth, sixth, seventh and eighth grade students attending middle school in the Fethiye district of the city of Mugla. As the data collection tool, the…
Descriptors: Middle School Students, Self Efficacy, Student Attitudes, Mathematics Skills
Booth, Julie L.; Koedinger, Kenneth R. – British Journal of Educational Psychology, 2012
Background: High school and college students demonstrate a verbal, or textual, advantage whereby beginning algebra problems in story format are easier to solve than matched equations (Koedinger & Nathan, 2004). Adding diagrams to the stories may further facilitate solution (Hembree, 1992; Koedinger & Terao, 2002). However, diagrams may not…
Descriptors: Student Problems, Problem Solving, Grade 8, Grade 6
Dube, Adam K.; Robinson, Katherine M. – Learning and Individual Differences, 2010
This study investigated whether children's inversion shortcut use (i.e., reasoning that no calculations are required for the problem 4 x 8 divided by 8, as the answer is the first number) is related to their analogical reasoning ability, short-term memory capacity, and working memory capacity. Children from Grades 6 and 8 solved multiplication and…
Descriptors: Mathematics Education, Short Term Memory, Logical Thinking, Word Problems (Mathematics)