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The Locker Problem: An Open and Shut Case
by
Joanna O. Masingila
, Dana Olanoff
, Patrick M. Kimani
in
Educational Practices
/ FEATURES
/ Learning
/ Mathematical concepts
/ Mathematical problems
/ Mathematics Activities
/ Mathematics education
/ Mathematics Instruction
/ Mathematics teachers
/ Middle school education
/ Middle School Students
/ Middle schools
/ Number Concepts
/ Numbers
/ Problem Solving
/ Questioning Techniques
/ Reasoning
/ Task Analysis
/ Teaching Methods
/ Thinking Skills
2016
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The Locker Problem: An Open and Shut Case
by
Joanna O. Masingila
, Dana Olanoff
, Patrick M. Kimani
in
Educational Practices
/ FEATURES
/ Learning
/ Mathematical concepts
/ Mathematical problems
/ Mathematics Activities
/ Mathematics education
/ Mathematics Instruction
/ Mathematics teachers
/ Middle school education
/ Middle School Students
/ Middle schools
/ Number Concepts
/ Numbers
/ Problem Solving
/ Questioning Techniques
/ Reasoning
/ Task Analysis
/ Teaching Methods
/ Thinking Skills
2016
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Do you wish to request the book?
The Locker Problem: An Open and Shut Case
by
Joanna O. Masingila
, Dana Olanoff
, Patrick M. Kimani
in
Educational Practices
/ FEATURES
/ Learning
/ Mathematical concepts
/ Mathematical problems
/ Mathematics Activities
/ Mathematics education
/ Mathematics Instruction
/ Mathematics teachers
/ Middle school education
/ Middle School Students
/ Middle schools
/ Number Concepts
/ Numbers
/ Problem Solving
/ Questioning Techniques
/ Reasoning
/ Task Analysis
/ Teaching Methods
/ Thinking Skills
2016
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Journal Article
The Locker Problem: An Open and Shut Case
2016
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Overview
This article discusses how teaching via problem solving helps enact the Mathematics Teaching Practices and supports students' learning and development of the Standards for Mathematical Practice. This approach involves selecting and implementing mathematical tasks that serve as vehicles for meeting the learning goals for the lesson. For the lesson discussed in this article, the learning goals are developing students' understanding of number theory concepts (factors; multiples; greatest common factor, or GCF; and least common multiple, or LCM). The authors seek to continue a yearlong goal of developing students' problem-solving skills.
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