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Showing 1 to 15 of 25 results Save | Export
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Eames, Cheryl L.; Barrett, Jeffrey E.; Cullen, Craig J.; Rutherford, George; Klanderman, David; Clements, Douglas H.; Sarama, Julie; Van Dine, Douglas W. – School Science and Mathematics, 2020
This study explored children's area estimation performance. Two groups of fourth grade children completed area estimation tasks with rectangles ranging from 5 to 200 square units. A randomly assigned treatment group completed instructional sessions that involved a conceptual area measurement strategy along with numerical feedback. Children tended…
Descriptors: Elementary School Mathematics, Elementary School Students, Grade 4, Computation
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Cullen, Amanda; Eames, Cheryl L.; Cullen, Craig J.; Barrett, Jeffrey E.; Sarama, Julie; Clements, Douglas H.; Van Dine, Douglas W. – Journal for Research in Mathematics Education, 2018
We examine the effects of 3 interventions designed to support Grades 2-5 children's growth in measuring rectangular regions in different ways. We employed the microgenetic method to observe and describe conceptual transitions and investigate how they may have been prompted by the interventions. We compared the interventions with respect to…
Descriptors: Elementary School Students, Grade 2, Grade 3, Grade 4
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O'Dell, Jenna R.; Barrett, Jeffrey E.; Cullen, Craig J.; Rupnow, Theodore J.; Clements, Douglas H.; Sarama, Julie; Rutherford, George; Beck, Pamela S. – North American Chapter of the International Group for the Psychology of Mathematics Education, 2017
In this study, we investigated how Grade 3 and 4 students' organizational structure for volume units develops through repeated experiences with a virtual manipulative for building prisms. Our data consist of taped clinical interviews within a micro-genetic experiment. We report on student strategy development using a virtual manipulative for…
Descriptors: Grade 3, Grade 4, Elementary School Students, Elementary School Mathematics
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Beck, Pamela S.; Eames, Cheryl L.; Cullen, Craig J.; Barrett, Jeffrey E.; Clements, Douglas H.; Sarama, Julie – North American Chapter of the International Group for the Psychology of Mathematics Education, 2014
In this paper we report on five Grade 6 students' responses to a proportional reasoning task. We conducted pair interviews within a longitudinal study focused on extending a hypothetical learning trajectory for length measurement. Results suggest that there exists a link between children's level of conceptual and procedural knowledge for length…
Descriptors: Elementary School Students, Grade 6, Elementary School Mathematics, Mathematics Education
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Clements, Douglas H.; Sarama, Julie; Layzer, Carolyn; Unlu, Fatih; Wolfe, Christopher B.; Spitler, Mary Elaine; Weiss, Daniel – Society for Research on Educational Effectiveness, 2016
Although some research-based educational practices have shown promise, many fail to be implemented at a scale that affects more than a small proportion of children. Further, research on interventions for young children includes mixed results, with most documenting "fadeout" of effects after several years, but some showing lasting…
Descriptors: Mathematics Achievement, Technology Uses in Education, Educational Technology, Intervention
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Barrett, Jeffrey E.; Sarama, Julie; Clements, Douglas H.; Cullen, Craig; McCool, Jenni; Witkowski-Rumsey, Chepina; Klanderman, David – Mathematical Thinking and Learning: An International Journal, 2012
We examined children's development of strategic and conceptual knowledge for linear measurement. We conducted teaching experiments with eight students in grades 2 and 3, based on our hypothetical learning trajectory for length to check its coherence and to strengthen the domain-specific model for learning and teaching. We checked the hierarchical…
Descriptors: Mathematics Education, Intervals, Grade 2, Child Development
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Szilagyi, Janka; Clements, Douglas H.; Sarama, Julie – Journal for Research in Mathematics Education, 2013
This study investigated the development of length measurement ideas in students from prekindergarten through 2nd grade. The main purpose was to evaluate and elaborate the developmental progression, or levels of thinking, of a hypothesized learning trajectory for length measurement to ensure that the sequence of levels of thinking is consistent…
Descriptors: Elementary School Mathematics, Thinking Skills, Cognitive Processes, Young Children
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Kara, Melike; Miller, Amanda L.; Cullen, Craig J.; Barrett, Jeffrey E.; Sarama, Julie; Clements, Douglas H. – North American Chapter of the International Group for the Psychology of Mathematics Education, 2012
This paper describes a retrospective analysis of data collected during a 4-year longitudinal study on children's thinking about measurement through a teaching experiment methodology. It focuses on results from individual interviews with two students on volume measurement. Data analysis was guided by Sarama and Clements' (2009) learning trajectory…
Descriptors: Longitudinal Studies, Mathematics Instruction, Measurement, Interviews
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Clements, Douglas H.; Agodini, Roberto; Harris, Barbara – National Center for Education Evaluation and Regional Assistance, 2013
This brief is directed to researchers and adds to the research base about instructional practices that are related to student achievement. Additional evidence on these relationships can suggest specific hypotheses for the future study of such instructional practices, which, in turn, will provide research evidence that could inform professional…
Descriptors: Mathematics Curriculum, Teaching Methods, Mathematics Achievement, Correlation
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Clements, Douglas H.; Agodini, Roberto; Harris, Barbara – National Center for Education Evaluation and Regional Assistance, 2013
In this Appendix, we provide details about the data used for the current study, the curricula used in the classrooms from which data were collected, and the current study's methodological approach. (Contains 14 tables and 5 footnotes.)[For full report, see ED544189.]
Descriptors: Mathematics Curriculum, Teaching Methods, Mathematics Achievement, Institutional Characteristics
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Clements, Douglas H. – Teaching Children Mathematics, 1999
Focuses on subitizing, the ability to recognize small numbers of objects. Discusses when and how it develops and whether it should be taught. Contains 31 references. (ASK)
Descriptors: Elementary Education, Elementary School Mathematics, Mathematical Concepts, Mathematics Activities
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Clements, Douglas H.; Callahan, Leroy G. – Arithmetic Teacher, 1986
Activities with number cards can provide a wide variety of exploratory experience. Sequences, addition, subtraction, counting and change, and arrays with number cards are discussed. (MNS)
Descriptors: Computation, Elementary Education, Elementary School Mathematics, Learning Activities
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Clements, Douglas H.; Callahan, Leroy G. – Arithmetic Teacher, 1983
Recent research indicated that properly structured, meaningful counting activities can lead to improved performance in both number skills and logical operations. Suggested counting activities are then presented. (MNS)
Descriptors: Educational Research, Elementary Education, Elementary School Mathematics, Learning Activities
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Clements, Douglas H.; Battista, Michael T. – Journal of Educational Computing Research, 1994
Reviews research describing computer functions of construction-oriented computer environments and evaluates their contributions to students' learning of geometry. Topics discussed include constructing geometric concepts; the use of LOGO in elementary school mathematics; software that focuses on geometric construction; and implications for the…
Descriptors: Computer Assisted Instruction, Computer System Design, Courseware, Elementary School Mathematics
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Callahan, Leroy G.; Clements, Douglas H. – Journal for Research in Mathematics Education, 1984
Data on sex differences in rote-counting ability for 4722 first-grade children are presented. How different data-gathering methods and different statistical treatments of the data can yield differing results are indicated. (MNS)
Descriptors: Computation, Data Analysis, Educational Research, Elementary Education
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