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Goodhew, Lisa M.; Robertson, Amy D.; Heron, Paula R. L.; Scherr, Rachel E. – Physical Review Physics Education Research, 2021
Resources theory assumes that resource activation is context sensitive, and that an important dimension of context is the question students are answering. The context sensitivity of resource activation has been demonstrated empirically by case studies that show students using different resources to answer questions that are similar in focus. In…
Descriptors: Physics, Science Instruction, Motion, Teaching Methods
Holub, Jordan; Kruse, Jerrid; Menke, Lucas – Science and Children, 2019
In this article, the authors focus on students constructing observations of patterns to understand how surfaces affect the motion of an object. Students will use the patterns they observe to predict future motion of marbles (NGSS Lead States 2013). Students then apply their learning by engaging in an engineering task. By giving students a task to…
Descriptors: Science Instruction, Teaching Methods, Motion, Physics
Chin, Doris B.; Chi, Min; Schwartz, Daniel L. – Instructional Science: An International Journal of the Learning Sciences, 2016
A common approach for introducing students to a new science concept is to present them with multiple cases of the phenomenon and ask them to explore. The expectation is that students will naturally take advantage of the multiple cases to support their learning and seek an underlying principle for the phenomenon. However, the success of such tasks…
Descriptors: Physics, Science Instruction, Active Learning, Comparative Analysis
Chin, Doris B.; Chi, Min; Schwartz, Daniel L. – Grantee Submission, 2016
A common approach for introducing students to a new science concept is to present them with multiple cases of the phenomenon and ask them to explore. The expectation is that students will naturally take advantage of the multiple cases to support their learning and seek an underlying principle for the phenomenon. However, the success of such tasks…
Descriptors: Active Learning, Comparative Analysis, Middle School Students, Motion
Duijzer, Carolien; Van den Heuvel-Panhuizen, Marja; Veldhuis, Michiel; Doorman, Michiel – ZDM: The International Journal on Mathematics Education, 2019
Reasoning about graphical representations representing dynamic data (e.g., distance changing over time), including interpreting, creating, changing, combining, and comparing graphs, can be considered a domain-specific operationalization of the general twenty-first century skills of creative, critical thinking and solving problems. This paper…
Descriptors: Elementary School Students, Motion, Graphs, Thinking Skills
Berney, Sandra; Bétrancourt, Mireille; Molinari, Gaëlle; Hoyek, Nady – Anatomical Sciences Education, 2015
The emergence of dynamic visualizations of three-dimensional (3D) models in anatomy curricula may be an adequate solution for spatial difficulties encountered with traditional static learning, as they provide direct visualization of change throughout the viewpoints. However, little research has explored the interplay between learning material…
Descriptors: Spatial Ability, Visualization, Computer Simulation, Models
Grounded Blends and Mathematical Gesture Spaces: Developing Mathematical Understandings via Gestures
Yoon, Caroline; Thomas, Michael O. J.; Dreyfus, Tommy – Educational Studies in Mathematics, 2011
This paper examines how a person's gesture space can become endowed with mathematical meaning associated with mathematical spaces and how the resulting mathematical gesture space can be used to communicate and interpret mathematical features of gestures. We use the theory of grounded blends to analyse a case study of two teachers who used gestures…
Descriptors: Nonverbal Communication, Calculus, Motion, Teaching Methods