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Rigas Neofotistos; Ioannis Starakis; Krystallia Halkia – International Journal of Science and Mathematics Education, 2024
The present work refers to a study of 10-12-year-old students' ideas on the self- or hetero-luminosity of the Moon. To check the validity of students' reasoning on this question, we also examined their ideas on the lunar phases and how we see hetero-luminous objects. Students supported their ideas on the self- or hetero-luminosity of the Moon by…
Descriptors: Elementary School Students, Elementary School Science, Science Education, Astronomy
Wang, Li; Zeng, Jieying; Ran, Xiaomeng; Cui, Zhanling; Zhou, Xinlin – ZDM: Mathematics Education, 2022
Mathematical problems can be divided into two types, namely, process-open and process-constrained problems. Solving these two types of problems may require different cognitive mechanisms. However, there has been only one study that investigated the differences of the cognitive abilities in process-open and process-constrained problem solving, and…
Descriptors: Problem Solving, Cognitive Processes, Cognitive Ability, Grade 5
Resnick, Ilyse; Rinne, Luke; Barbieri, Christina; Jordan, Nancy C. – Journal of Educational Psychology, 2019
Reasoning about numerical magnitudes is a key aspect of mathematics learning. Most research examining the relation of magnitude understanding to general mathematics achievement has focused on whole number and fraction magnitudes. The present longitudinal study (N = 435) used a 3-step latent class analysis to examine reasoning about magnitudes on a…
Descriptors: Elementary School Students, Grade 4, Abstract Reasoning, Arithmetic
Resnick, Ilyse; Rinne, Luke; Barbieri, Christina; Jordan, Nancy C. – Grantee Submission, 2018
Reasoning about numerical magnitudes is a key aspect of mathematics learning. Most research examining the relation of magnitude understanding to general mathematics achievement has focused on whole number and fraction magnitudes. The present longitudinal study (N=435) used a 3-step latent class analysis to examine reasoning about magnitudes on a…
Descriptors: Elementary School Students, Grade 4, Abstract Reasoning, Arithmetic
Metz, Kathleen Emlen; Cardace, Amy; Berson, Eric; Ly, Uyen; Wong, Nicole; Sisk-Hilton, Stephanie; Metz, S. Emlen; Wilson, Mark – Journal of the Learning Sciences, 2019
We investigated second and third graders' capacity to understand microevolution, given a learning progression leveraging intuitions to build more adequate explanations, problematizing core ideas within scientific practices, and in-depth study of a single domain (botany or animal behavior). The intervention was implemented in both researcher-taught…
Descriptors: Elementary School Science, Elementary School Students, Grade 2, Grade 3
Tolmie, Andrew K.; Ghazali, Zayba; Morris, Suzanne – British Journal of Educational Psychology, 2016
Background: Research has identified the core skills that predict success during primary school in reading and arithmetic, and this knowledge increasingly informs teaching. However, there has been no comparable work that pinpoints the core skills that underlie success in science. Aims and method: The present paper attempts to redress this by…
Descriptors: Children, Primary Education, Elementary School Science, Science Education
Libarkin, Julie C.; Schneps, Matthew H. – International Electronic Journal of Elementary Education, 2012
We report on interviews conducted with twenty-one elementary school children (grades 1-5) about a number of Earth science concepts. These interviews were undertaken as part of a teacher training video series designed specifically to assist elementary teachers in learning essential ideas in Earth science. As such, children were interviewed about a…
Descriptors: Earth Science, Elementary School Students, Scientific Concepts, Abstract Reasoning