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Likens, Aaron D.; McCarthy, Kathryn S.; Allen, Laura K.; McNamara, Danielle D. – Grantee Submission, 2018
Self-explanations are commonly used to assess on-line reading comprehension processes. However, traditional methods of analysis ignore important temporal variations in these explanations. This study investigated how dynamical systems theory could be used to reveal linguistic patterns that are predictive of self-explanation quality. High school…
Descriptors: Reading Comprehension, High School Students, Content Area Reading, Sciences
Kao, Jenny C.; Choi, Kilchan; Rivera, Nichole M.; Madni, Ayesha; Cai, Li – National Center for Research on Evaluation, Standards, and Student Testing (CRESST), 2018
This report is the second in a series considering career-readiness features within high school assessments. Experts in English language arts and math were trained to rate a selection of active Grade 8 and Grade 11 Smarter Balanced items using feature set lists that were refined within the items' respective content areas (30 features for ELA items;…
Descriptors: Career Readiness, High School Students, Language Arts, Mathematics
Talavera, Isidoro – Forum on Public Policy Online, 2016
There is a gap between the facts learned in a science course and the higher-cognitive skills of analysis and evaluation necessary for students to secure scientific knowledge and scientific habits of mind. Teaching science is not just about how we do science (i.e., focusing on just "accumulating undigested facts and scientific definitions and…
Descriptors: Scientific Literacy, Critical Thinking, Philosophy, Science Education
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Kontomaris, Stylianos-Vasileios; Malamou, Anna – Physics Education, 2016
An interesting problem in fluid mechanics, with significant educational importance, is the classic hydrostatic paradox. The hydrostatic paradox states the fact that in different shaped containers, with the same base area, which are filled with a liquid of the same height, the applied force by the liquid on the base of each container is exactly the…
Descriptors: Secondary Education, Comparative Analysis, Physics, Undergraduate Students
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Siegler, Robert S. – Developmental Science, 2016
The integrated theory of numerical development posits that a central theme of numerical development from infancy to adulthood is progressive broadening of the types and ranges of numbers whose magnitudes are accurately represented. The process includes four overlapping trends: (1) representing increasingly precisely the magnitudes of non-symbolic…
Descriptors: Numbers, Theories, Individual Development, Symbols (Mathematics)
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Lombardi, Doug; Nussbaum, E. Michael; Sinatra, Gale M. – Educational Psychologist, 2016
Plausibility judgments rarely have been addressed empirically in conceptual change research. Recent research, however, suggests that these judgments may be pivotal to conceptual change about certain topics where a gap exists between what scientists and laypersons find plausible. Based on a philosophical and empirical foundation, this article…
Descriptors: Epistemology, Models, Concept Formation, Cognitive Processes
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Clinton, Virginia; Alibali, Martha W.; Nathan, Mitchell J. – Journal of Experimental Education, 2016
To learn from a text, students must make meaningful connections among related ideas in that text. This study examined the effectiveness of two methods of improving connections--elaborative interrogation and diagrams--in written lessons about posterior probability. Undergraduate students (N = 198) read a lesson in one of three questioning…
Descriptors: Probability, Instructional Effectiveness, Undergraduate Students, Questioning Techniques
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Poon, Kin-Keung; Leung, Chi-Keung – International Journal for Mathematics Teaching and Learning, 2016
The purposes of the study reported herein were to identify the common mistakes in geometry made by junior secondary school students in Hong Kong, and to compare the students' performance in geometry with their results in a logic test. A geometry test and a logic test were developed and administered to a sample of 554 students aged between 13 and…
Descriptors: Foreign Countries, Geometry, Secondary School Students, Mathematics Instruction
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Rahmatian, Rouhollah; Zarekar, Fatemeh – International Education Studies, 2016
This article defines the objective of discovering the first preferred styles of Iranian learners of French as a Foreign Language (FFL) as regards inductive or deductive learning; and secondly, the difference between gender-based learning tendencies. Considering these points as target variables, the questionnaire developed by Felder and Silverman…
Descriptors: Foreign Countries, Case Studies, French, Second Language Learning
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Chua, B. L.; Tan, O. S.; Liu, W. C. – Innovations in Education and Teaching International, 2016
In a PBL environment, learning results from learners engaging in cognitive processes pivotal in the understanding or resolution of the problem. Using Tan's cognitive function disc, this study examines the learner's perceived cognitive functions at each stage of PBL, as facilitated by the PBL schema. The results suggest that these learners…
Descriptors: Foreign Countries, Preservice Teachers, Problem Based Learning, Problem Solving
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Fukumine, Eri; Kennison, Shelia M. – Journal of Latinos and Education, 2016
The present research investigated analogical transfer during problem solving by bilinguals. In a study with 50 Spanish-English bilinguals, participants solved a target problem whose solution was similar to that of a preceding source problem. The source problem was always presented in the 2nd language; the target problem was always presented in the…
Descriptors: Bilingual Students, Problem Solving, Spanish, English
Richland, Lindsey E.; Begolli, Kreshnik Nasi; Simms, Nina; Frausel, Rebecca R.; Lyons, Emily A. – Grantee Submission, 2016
Mathematical discussions in which students compare alternative solutions to a problem can be powerful modes for students to engage and refine their misconceptions into conceptual understanding, as well as to develop understanding of the mathematics underlying common algorithms. At the same time, these discussions are challenging to lead…
Descriptors: Mathematics Instruction, Problem Solving, Difficulty Level, Cognitive Processes
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Goldman, Susan R.; Britt, M. Anne; Brown, Willard; Cribb, Gayle; George, MariAnne; Greenleaf, Cynthia; Lee, Carol D.; Shanahan, Cynthia – Grantee Submission, 2016
This paper presents a framework and methodology for designing learning goals targeted at what students need to know and be able to do in order to attain high levels of literacy and achievement in three disciplinary areas--literature, science, and history. For each discipline, a team of researchers, teachers, and specialists in that discipline…
Descriptors: Literacy, Educational Objectives, Literature, Sciences
Siegler, Robert S. – Grantee Submission, 2016
The integrated theory of numerical development posits that a central theme of numerical development from infancy to adulthood is progressive broadening of the types and ranges of numbers whose magnitudes are accurately represented. The process includes four overlapping trends: 1) representing increasingly precisely the magnitudes of non-symbolic…
Descriptors: Numbers, Theories, Individual Development, Symbols (Mathematics)
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Clinton, Virginia; Alibali, Martha Wagner; Nathan, Mitchel J. – Grantee Submission, 2016
To learn from a text, students must make meaningful connections among related ideas in that text. This study examined the effectiveness of two methods of improving connections--elaborative interrogation and diagrams--in written lessons about posterior probability. Undergraduate students (N = 198) read a lesson in one of three questioning…
Descriptors: Probability, Instructional Effectiveness, Undergraduate Students, Questioning Techniques
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