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Pulles, Sandra Moran – ProQuest LLC, 2016
Proficiency in mathematics across the United States has become an area of concern as performance on state accountability tests continues to demonstrate that less than 50% of students in 4th and 8th grade are proficient in mathematics (NCES, 2013). With such large numbers of students lacking proficiency in mathematics, systematic interventions that…
Descriptors: Mathematics Instruction, Mathematics Skills, Grade 3, Grade 4
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Poncy, Brian C.; Skinner, Christopher H.; Axtell, Philip K. – Psychology in the Schools, 2010
A multiple-probe-across-problem-sets (tasks) design was used to evaluate the effects of the Detect, Practice, and Repair (DPR) on multiplication-fact fluency development in seven third-grade students nominated by their teacher as needing remediation. DPR is a multicomponent intervention and begins with a group-administered, metronome-paced…
Descriptors: Maintenance, Multiplication, Remedial Instruction, Grade 3
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De Brauwer, Jolien; Fias, Wim – Developmental Psychology, 2009
The authors investigated the performance on simple multiplication and division problems of 8-year-old children longitudinally to determine the developmental trajectories of both operations. Twice a year, during 2 consecutive school years, children performed a multiplication and division verification task and a number-matching task. All effects…
Descriptors: Multiplication, Young Children, Longitudinal Studies, Arithmetic
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Baroody, Arthur J. – Learning and Instruction, 1993
Using R. S. Siegler's retrieval-required task, 19 male and 22 female third graders were examined before they had been introduced to multiplication in school. Examination of error patterns suggests that the basic assumptions of the distribution-of-associations model need to be tested directly and that the retrieval-required task confounds retrieved…
Descriptors: Cognitive Development, Elementary Education, Elementary School Students, Error Patterns
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Baroody, Arthur J. – Journal of Experimental Child Psychology, 1999
Third-graders showing negligible mastery of multiplication combinations were randomly assigned to two groups which practiced different subsets of combinations. Retest results were inconsistent with Siegler's (1988) proposal that item-specific computational practice is necessary to change error patterns and promote mastery. Results suggested that…
Descriptors: Cognitive Development, Elementary School Students, Estimation (Mathematics), Grade 3