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Digital Technologies in Designing Mathematics Education Tasks

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Cover of 'Digital Technologies in Designing Mathematics Education Tasks'

Table of Contents

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    Book Overview
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    Chapter 1 Exploring Techno-Pedagogic Task Design in the Mathematics Classroom
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    Chapter 2 Revisiting Theory for the Design of Tasks: Special Considerations for Digital Environments
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    Chapter 3 Task Design Potential of Using an Interactive Whiteboard for Implementing Inquiry-Based Learning in Mathematics
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    Chapter 4 Designing Technology that Enables Task Design
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    Chapter 5 Designing Assessment Tasks in a Dynamic Geometry Environment
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    Chapter 6 Designing Non-constructability Tasks in a Dynamic Geometry Environment
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    Chapter 7 The Planimeter as a Real and Virtual Instrument that Mediates an Infinitesimal Approach to Area
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    Chapter 8 Engagement with Interactive Diagrams: The Role Played by Resources and Constraints
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    Chapter 9 Everybody Counts: Designing Tasks for TouchCounts
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    Chapter 10 Designing Innovative Learning Activities to Face Difficulties in Algebra of Dyscalculic Students: Exploiting the Functionalities of AlNuSet
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    Chapter 11 What Can You Infer from This Example? Applications of Online, Rich-Media Tasks for Enhancing Pre-service Teachers’ Knowledge of the Roles of Examples in Proving
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    Chapter 12 Supporting Variation in Task Design Through the Use of Technology
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    Chapter 13 Feedback and Discrepancies of a Physical Toolkit and a Digital Toolkit: Opportunities and Pitfalls for Mediating the Concept of Rotational Symmetry
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    Chapter 14 Designing for Mathematical Applications and Modelling Tasks in Technology Rich Environments
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    Chapter 15 Designing Interactive Dynamic Technology Activities to Support the Development of Conceptual Understanding
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    Chapter 16 Tensions in the Design of Mathematical Technological Environments: Tools and Tasks for the Teaching of Linear Functions
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    Chapter 17 Erratum to: What Can You Infer from This Example? Applications of Online, Rich-Media Tasks for Enhancing Pre-service Teachers’ Knowledge of the Roles of Examples in Proving
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