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Booth, Julie L.; Lange, Karin E.; Koedinger, Kenneth R.; Newton, Kristie J. – Online Submission, 2013
In a series of two in vivo experiments, we examine whether correct and incorrect examples with prompts for self-explanation can be effective for improving students' conceptual understanding and procedural skill in Algebra when combined with guided practice. In Experiment 1, students working with the Algebra I Cognitive Tutor were randomly assigned…
Descriptors: Concept Formation, Algebra, Mathematics Instruction, Prompting
H. Lee Swanson – Journal of Educational Psychology, 2014
Cognitive strategies are important tools for children with math difficulties (MD) in learning to solve word problems. The effectiveness of strategy training, however, depends on working memory capacity (WMC). Thus, children with MD but with relatively higher WMC are more likely to benefit from strategy training, whereas children with lower WMC may…
Descriptors: Teaching Methods, Cognitive Processes, Learning Problems, Mathematics Instruction
Jitendra, Asha K.; Star, Jon R.; Rodriguez, Michael; Lindell, Mary; Someki, Fumio – Learning and Instruction, 2011
This study investigated the effectiveness of an instructional program (schema-based instruction, SBI) designed to teach 7th graders how to comprehend and solve proportion problems involving ratios/rates, scale drawings, and percents. The SBI program emphasized the underlying mathematical structure of problems via schematic diagrams, focused on a…
Descriptors: Middle School Students, Problem Solving, Grade 7, Thinking Skills
Rittle-Johnson, Bethany; Star, Jon R. – Journal of Educational Psychology, 2009
Researchers in both cognitive science and mathematics education emphasize the importance of comparison for learning and transfer. However, surprisingly little is known about the advantages and disadvantages of what types of things are being compared. In this experimental study, 162 seventh- and eighth-grade students learned to solve equations (a)…
Descriptors: Mathematics Education, Educational Psychology, Equations (Mathematics), Knowledge Level
Scheiter, Katharina; Gerjets, Peter; Schuh, Julia – Instructional Science: An International Journal of the Learning Sciences, 2010
In this paper the augmentation of worked examples with animations for teaching problem-solving skills in mathematics is advocated as an effective instructional method. First, in a cognitive task analysis different knowledge prerequisites are identified for solving mathematical word problems. Second, it is argued that so called hybrid animations…
Descriptors: Foreign Countries, Prerequisites, Task Analysis, Problem Solving
Peer reviewedMwangi, Wangari; Sweller, John – Cognition and Instruction, 1998
First of three experiments compared third graders who had studied worked, two-step arithmetic word problems to those learning through conventional problem solving. The former grouped showed superior test performance. In experiments two and three, children presented with integrated worked examples outperformed those presented with split-source…
Descriptors: Elementary School Mathematics, Elementary School Students, Mathematics Skills, Primary Education
Fuchs, Lynn S.; Fuchs, Douglas; Finelli, Robin; Courey, Susan J.; Hamlett, Carol L. – American Educational Research Journal, 2004
Mathematical problem solving is a transfer challenge requiring children to develop schemas for recognizing novel problems as belonging to familiar problem types for which they know solutions. Schema-based transfer instruction (SBTI) explicitly teaches transfer features that change problems in superficial ways to make them appear novel even though…
Descriptors: Grade 3, Control Groups, Problem Solving, Pretests Posttests
Huinker, DeAnn M. – 1992
Children begin school with the ability to use their informal and implicit conceptual knowledge to guide their problem solving, but shift to the use of superficial strategies in their attempts to solve word problems as they progress through school. This paper describes a study designed to investigate the effects of an instructional sequence that…
Descriptors: Addition, Cognitive Style, Division, Grade 4

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