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Chen, Edward H.; Bailey, Drew H. – Journal of Experimental Psychology: Learning, Memory, and Cognition, 2021
We performed a meta-analysis of dual-task experiments to assess the robustness of the effects of conducting working memory secondary tasks on arithmetic performance. Four hundred effect sizes from 21 studies from 1,049 participants were analyzed across a variety of specifications. Results revealed that increases in working memory load resulted in…
Descriptors: Short Term Memory, Arithmetic, Mathematics Skills, Task Analysis
Camarda, Anaëlle; Bouhours, Lison; Osmont, Anaïs; Le Masson, Pascal; Weil, Benoît; Borst, Grégoire; Cassotti, Mathieu – Creativity Research Journal, 2021
The aim of the present study was to examine how social evaluation influences creative idea generation, and whether this effect develops with age. To do so, early adolescents, middle adolescents, and late adolescents performed a creative task either alone or under the supervision of an adult examiner. Three major findings emerged: 1) the social…
Descriptors: Creativity, Creative Thinking, Concept Formation, Developmental Stages
Pala, Ozan; Aksoy, Esra; Narli, Serkan – Online Submission, 2021
As proof and proving are the key elements of mathematics, several frameworks evaluating this process have been presented. Proof image, being one of them, was introduced by Kidron and Dreyfus (2014) through analyses of two mathematicians' activities. Authors clarified it in the context of components, and emphasized its relation with formal proof.…
Descriptors: Mathematics Instruction, Validity, Mathematical Logic, Algebra
Palisse, Jennifer; King, Deborah; MacLean, Mark – Mathematics Education Research Group of Australasia, 2021
Comparative judgement is a relatively new way of facilitating peer-assessment where students are shown pairs of other students' work and judge which of the two is better. Literature on example-based learning suggests that students should be able to learn from comparative judgement. We present the case of one student, Josie, whose understanding of…
Descriptors: Decision Making, Case Studies, Peer Evaluation, Comparative Analysis
Emma Armstrong-Carter; Jonas G. Miller; Jelena Obradovic – Grantee Submission, 2021
This study investigated whether parents and kindergarten children show concurrent and time-lagged physiological synchrony during dyadic interaction. Further, we tested whether parent-child behavioral co-regulation was associated with concurrent and time-lagged synchrony, and whether synchrony varied by the type of interaction task. Participants…
Descriptors: Physiology, Parent Child Relationship, Problem Solving, Task Analysis
Tuohilampi, Laura; Nieminen, Juuso Henrik; Beswick, Kim – For the Learning of Mathematics, 2023
When a Year 7 student physically reacted to a prompt of another student by anxiously drumming the desk with his ruler, exclaiming "uuuuhh", the initial thought of the observing researcher, Laura, was: "this is an interesting account". This started a reflective journey of first applying robust research methodologies to the…
Descriptors: Logical Thinking, Problem Solving, Grade 7, Researchers
Pouw, Wim; van Gog, Tamara; Zwaan, Rolf A.; Agostinho, Shirley; Paas, Fred – Applied Cognitive Psychology, 2018
Co-thought gestures are understudied as compared to co-speech gestures yet, may provide insight into cognitive functions of gestures that are independent of speech processes. A recent study with adults showed that co-thought gesticulation occurred spontaneously during mental preparation of problem solving. Moreover, co-thought gesturing (either…
Descriptors: Children, Nonverbal Communication, Cognitive Processes, Problem Solving
Marzieh Souzandehfar – International Journal of Language Testing, 2024
This study represents the inaugural attempt at assessing the authenticity of the tasks encompassed in the IELTS Speaking Module. The evaluation is conducted from the vantage points of applied linguistics and general education, and serves to enhance comprehension of authenticity and authentic assessment. In order to achieve this objective, an…
Descriptors: Speech Communication, Thinking Skills, Problem Solving, Applied Linguistics
Kenney, Rachael; An, Tuyin; Kim, Sung-Hee; Uhan, Nelson A.; Yi, Ji Soo; Shamsul, Aiman – International Journal of Science and Mathematics Education, 2020
In linear programming, many students find it difficult to translate a verbal description of a problem into a valid mathematical model. To better understand this, we examine the existing characteristics of college engineering students' errors across linear programming (LP) problems. We examined textbooks to identify the types of problems typically…
Descriptors: Programming, Error Patterns, Engineering Education, Word Problems (Mathematics)
Jonathan Brown; Erin Turner; Delia Sotelo Fierros – Mathematics Teacher: Learning and Teaching PK-12, 2025
Mathematical modeling involves using mathematics to represent, analyze, and make predictions or decisions about real- world situations. Garfunkel and Montgomery (2016) elaborate on six components of the mathematical modeling process, including identifying the problem, making assumptions and identifying variables, doing the math, analyzing and…
Descriptors: Mathematical Models, Mathematics Instruction, Teaching Methods, Problem Solving
Lieber, Leonie; Graulich, Nicole – Chemistry Education Research and Practice, 2022
Building scientific arguments is a central ability for all scientists regardless of their specific domain. In organic chemistry, building arguments is a necessary skill to estimate reaction processes in consideration of the reactivities of reaction centres or the chemical and physical properties. Moreover, building arguments for multiple reaction…
Descriptors: Chemistry, Science Instruction, Organic Chemistry, Persuasive Discourse
Bambha, Valerie P.; Beckner, Aaron G.; Shetty, Nikita; Voss, Annika T.; Xie, Jinlin; Yiu, Eunice; LoBue, Vanessa; Oakes, Lisa M.; Casasola, Marianella – Journal of Cognition and Development, 2022
Spatial play in early childhood is associated with a variety of spatial and cognitive skills. However, these associations are often derived from studies in which different tasks are used across different age ranges, leaving open the question of how children's natural behaviors during spatial play develop from infancy into the early preschool…
Descriptors: Child Development, Object Manipulation, Psychomotor Skills, Problem Solving
van Harsel, Milou; Hoogerheide, Vincent; Janssen, Eva; Verkoeijen, Peter; van Gog, Tamara – Instructional Science: An International Journal of the Learning Sciences, 2022
Presenting novices with examples and problems is an effective and efficient way to acquire new problem-solving skills. Nowadays, examples and problems are increasingly presented in computer-based learning environments, in which learners often have to self-regulate their learning (i.e., choose what type of task to work on and when). Yet, it is…
Descriptors: Video Technology, Metacognition, Problem Based Learning, Problem Solving
Laksmiwati, Pasttita Ayu; Hidayah, Miftahul; Schmidthaler, Eva; Prahmana, Rully Charitas Indra; Sabitzer, Barbara; Lavicza, Zsolt – Journal on Mathematics Education, 2023
Nowadays, digital technologies are crucial in supporting students in geometry in secondary mathematics classrooms. However, in some cases, the role of visual function in technology was only utilized for seeing and conjecturing, not for experimenting, while to develop a relational understanding of geometry concepts, students should actively…
Descriptors: Student Diversity, Geometry, Mathematics Instruction, Teaching Methods
Amy Been Bennett; Julia Aguirre; Erin E. Turner; Elzena McVicar; Erin Carll – North American Chapter of the International Group for the Psychology of Mathematics Education, 2023
Mathematical modeling is a process in which students investigate authentic problems and everyday situations using mathematics. In doing so, they bring their multiple mathematical knowledge bases and cultural funds of knowledge into their solution strategies. During a task called "Abuelo's Birthday", 297 students in grades 3-5 decided how…
Descriptors: Mathematical Models, Teaching Methods, Elementary School Students, Cultural Background

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