Publication Date
In 2025 | 0 |
Since 2024 | 1 |
Since 2021 (last 5 years) | 1 |
Since 2016 (last 10 years) | 2 |
Since 2006 (last 20 years) | 4 |
Descriptor
Author
Cardella, Monica E. | 1 |
Ehsan, Hoda | 1 |
Heng-Yu Ku | 1 |
Narongpon Aulpaijidkul | 1 |
Noawanit Songkram | 1 |
Nutthakorn Songkram | 1 |
O'Brien, Tom | 1 |
Rehmat, Abeera P. | 1 |
Sarun Chattunyakit | 1 |
Supattraporn Upapong | 1 |
Wallach, Chris | 1 |
More ▼ |
Publication Type
Journal Articles | 4 |
Reports - Descriptive | 3 |
Reports - Research | 1 |
Education Level
Elementary Education | 4 |
Grade 1 | 4 |
Early Childhood Education | 2 |
Grade 2 | 2 |
Primary Education | 2 |
Kindergarten | 1 |
Audience
Teachers | 1 |
Location
Thailand | 1 |
Laws, Policies, & Programs
Assessments and Surveys
What Works Clearinghouse Rating
Noawanit Songkram; Supattraporn Upapong; Heng-Yu Ku; Narongpon Aulpaijidkul; Sarun Chattunyakit; Nutthakorn Songkram – Interactive Learning Environments, 2024
This research proposes the integration of robotic education and scenario-based learning (SBL) paradigm for teaching computational thinking (CT) to enhance the computational abilities of primary school students, based on digital innovation and a teaching assistant robot acceptance model. The sample group consisted of 532 primary school teachers and…
Descriptors: Foreign Countries, Elementary School Students, Elementary School Teachers, Grade 1
Ehsan, Hoda; Rehmat, Abeera P.; Cardella, Monica E. – Science and Children, 2019
Computational thinking can provide a basis for problem solving, for making evidence-based decisions, and for learning to code or create programs. Therefore, it is critical that all students across the K-12 continuum--including students in the early grades--have opportunities to begin developing problem solving and computational thinking skills.…
Descriptors: Teaching Methods, STEM Education, Computer Science Education, Thinking Skills
Whitin, Phyllis; Whitin, David J. – Young Children, 2011
The habit of looking for patterns, the skills to find them, and the expectation that patterns have explanations is an essential mathematical habit of mind for young children (Goldenberg, Shteingold, & Feurzeig 2003, 23). Work with patterns leads to the ability to form generalizations, the bedrock of algebraic thinking, and teachers must nurture…
Descriptors: Investigations, Young Children, Grade 3, Algebra
O'Brien, Tom; Wallach, Chris – Mathematics Teaching, 2009
The authors document their experience of working with 6-year-olds over several weeks. They share some observations that arise from weekly sessions they conducted which have been under way for several years and which have been widely reported. These observations show the payoff of a problem-solving approach to learning.
Descriptors: Problem Solving, Pattern Recognition, Young Children, Mathematics Instruction