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Preservice Teachers' Reasoning About Relationships That Are and Are Not Proportional: A Knowledge-in-Pieces Account
by
Erik Jacobson
, Andrew Izsák
in
Cognition & reasoning
/ Dumplings
/ Empirical analysis
/ Epistemology
/ Inference
/ Knowledge
/ Market disequilibrium
/ Mathematical analysis
/ Mathematical Concepts
/ Mathematics
/ Mathematics education
/ Mathematics Instruction
/ Mathematics teachers
/ Middle School Teachers
/ Preservice Teachers
/ Psychological factors
/ Ratios
/ Reasoning
/ Teacher education
/ Teachers
/ Word problems
/ Word Problems (Mathematics)
2017
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Preservice Teachers' Reasoning About Relationships That Are and Are Not Proportional: A Knowledge-in-Pieces Account
by
Erik Jacobson
, Andrew Izsák
in
Cognition & reasoning
/ Dumplings
/ Empirical analysis
/ Epistemology
/ Inference
/ Knowledge
/ Market disequilibrium
/ Mathematical analysis
/ Mathematical Concepts
/ Mathematics
/ Mathematics education
/ Mathematics Instruction
/ Mathematics teachers
/ Middle School Teachers
/ Preservice Teachers
/ Psychological factors
/ Ratios
/ Reasoning
/ Teacher education
/ Teachers
/ Word problems
/ Word Problems (Mathematics)
2017
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Do you wish to request the book?
Preservice Teachers' Reasoning About Relationships That Are and Are Not Proportional: A Knowledge-in-Pieces Account
by
Erik Jacobson
, Andrew Izsák
in
Cognition & reasoning
/ Dumplings
/ Empirical analysis
/ Epistemology
/ Inference
/ Knowledge
/ Market disequilibrium
/ Mathematical analysis
/ Mathematical Concepts
/ Mathematics
/ Mathematics education
/ Mathematics Instruction
/ Mathematics teachers
/ Middle School Teachers
/ Preservice Teachers
/ Psychological factors
/ Ratios
/ Reasoning
/ Teacher education
/ Teachers
/ Word problems
/ Word Problems (Mathematics)
2017
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Preservice Teachers' Reasoning About Relationships That Are and Are Not Proportional: A Knowledge-in-Pieces Account
Journal Article
Preservice Teachers' Reasoning About Relationships That Are and Are Not Proportional: A Knowledge-in-Pieces Account
2017
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Overview
Past studies have documented students' and teachers' persistent difficulties in determining whether 2 quantities covary in a direct proportion, especially when presented missing-value word problems. In the current study, we combine a mathematical analysis with a psychological perspective to offer a new explanation for such difficulties. The authors illustrate how the combination of mathematical analysis and psychological perspective may be applied to data using empirical examples drawn from interviews during which preservice middle-grades teachers reasoned with varying degrees of success about relationships presented in word problems that were and were not proportional.
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