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Providing written feedback on students’ mathematical arguments: proof validations of prospective secondary mathematics teachers
by
Krajčevski, Milé
, Bleiler, Sarah K.
, Thompson, Denisse R.
in
Algebra
/ Class Activities
/ Classrooms
/ College students
/ Common Core State Standards
/ Communities of Practice
/ Curricula
/ Definitions
/ Direct Instruction
/ Education
/ Elementary Education
/ Elementary School Teachers
/ Elementary Schools
/ Error Patterns
/ Errors
/ Feedback
/ Feedback (Response)
/ High School Students
/ Instructional Materials
/ Learner Engagement
/ Logical Thinking
/ Mathematical Logic
/ Mathematics
/ Mathematics Education
/ Mathematics Instruction
/ Mathematics Skills
/ Mathematics Teachers
/ Methods Courses
/ Persuasive Discourse
/ Philosophy of Education
/ Preservice Teachers
/ Researchers
/ Scores
/ Secondary School Mathematics
/ Secondary School Teachers
/ Secondary schools
/ Sequences
/ State Standards
/ Structural Elements (Construction)
/ Students
/ Teacher Education Curriculum
/ Teacher Education Programs
/ Teachers
/ Teaching and Teacher Education
/ Validity
2014
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Providing written feedback on students’ mathematical arguments: proof validations of prospective secondary mathematics teachers
by
Krajčevski, Milé
, Bleiler, Sarah K.
, Thompson, Denisse R.
in
Algebra
/ Class Activities
/ Classrooms
/ College students
/ Common Core State Standards
/ Communities of Practice
/ Curricula
/ Definitions
/ Direct Instruction
/ Education
/ Elementary Education
/ Elementary School Teachers
/ Elementary Schools
/ Error Patterns
/ Errors
/ Feedback
/ Feedback (Response)
/ High School Students
/ Instructional Materials
/ Learner Engagement
/ Logical Thinking
/ Mathematical Logic
/ Mathematics
/ Mathematics Education
/ Mathematics Instruction
/ Mathematics Skills
/ Mathematics Teachers
/ Methods Courses
/ Persuasive Discourse
/ Philosophy of Education
/ Preservice Teachers
/ Researchers
/ Scores
/ Secondary School Mathematics
/ Secondary School Teachers
/ Secondary schools
/ Sequences
/ State Standards
/ Structural Elements (Construction)
/ Students
/ Teacher Education Curriculum
/ Teacher Education Programs
/ Teachers
/ Teaching and Teacher Education
/ Validity
2014
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Do you wish to request the book?
Providing written feedback on students’ mathematical arguments: proof validations of prospective secondary mathematics teachers
by
Krajčevski, Milé
, Bleiler, Sarah K.
, Thompson, Denisse R.
in
Algebra
/ Class Activities
/ Classrooms
/ College students
/ Common Core State Standards
/ Communities of Practice
/ Curricula
/ Definitions
/ Direct Instruction
/ Education
/ Elementary Education
/ Elementary School Teachers
/ Elementary Schools
/ Error Patterns
/ Errors
/ Feedback
/ Feedback (Response)
/ High School Students
/ Instructional Materials
/ Learner Engagement
/ Logical Thinking
/ Mathematical Logic
/ Mathematics
/ Mathematics Education
/ Mathematics Instruction
/ Mathematics Skills
/ Mathematics Teachers
/ Methods Courses
/ Persuasive Discourse
/ Philosophy of Education
/ Preservice Teachers
/ Researchers
/ Scores
/ Secondary School Mathematics
/ Secondary School Teachers
/ Secondary schools
/ Sequences
/ State Standards
/ Structural Elements (Construction)
/ Students
/ Teacher Education Curriculum
/ Teacher Education Programs
/ Teachers
/ Teaching and Teacher Education
/ Validity
2014
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Providing written feedback on students’ mathematical arguments: proof validations of prospective secondary mathematics teachers
Journal Article
Providing written feedback on students’ mathematical arguments: proof validations of prospective secondary mathematics teachers
2014
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Overview
Mathematics teachers play a unique role as experts who provide opportunities for students to engage in the practices of the mathematics community. Proof is a tool essential to the practice of mathematics, and therefore, if teachers are to provide adequate opportunities for students to engage with this tool, they must be able to validate student arguments and provide feedback to students based on those validations. Prior research has demonstrated several weaknesses teachers have with respect to proof validation, but little research has investigated instructional sequences aimed to improve this skill. In this article, we present the results from the implementation of such an instructional sequence. A sample of 34 prospective secondary mathematics teachers (PSMTs) validated twelve mathematical arguments written by high school students. They provided a numeric score as well as a short paragraph of written feedback, indicating the strengths and weaknesses of each argument. The results provide insight into the errors to which PSMTs attend when validating mathematical arguments. In particular, PSMTs’ written feedback indicated that they were aware of the limitations of inductive argumentation. However, PSMTs had a superficial understanding of the “proof by contradiction” mode of argumentation, and their attendance to particular errors seemed to be mediated by the mode of argument representation (e.g., symbolic, verbal). We discuss implications of these findings for mathematics teacher education.
Publisher
Springer Netherlands,Springer,Springer Nature B.V
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