Acknowledgments | p. v |
Introduction Assessing Higher Order Mathematical Thinking: What We Need to Know and Be Able to Do | p. 1 |
References | p. 4 |
Current Perspectives on Mathematics Assessment | p. 5 |
Developing Comprehensive Assessments of Higher Order Thinking | p. 7 |
Acknowledgments | p. 17 |
Acknowledgments | p. 18 |
A New World View of Assessment in Mathematics | p. 28 |
References | p. 35 |
Summary and Conclusion | p. 35 |
Power Items and the Alignment of Curriculum and Assessment | p. 39 |
Assessing Student Growth in Mathematical Problem Solving | p. 53 |
References | p. 69 |
New Directions for Mathematics Assessment | p. 71 |
Technology and Mathematics Assessment | p. 79 |
Computer-Based Assessment of Higher Order Understandings and Processes in Elementary Mathematics | p. 81 |
Calculators and Mathematics Assessment | p. 111 |
Advances in Computer-Based Mathematics Assessment | p. 121 |
References | p. 133 |
Research and Development in Mathematics Assessment | p. 135 |
Students' Theories About Mathematics and Their Mathematical Knowledge: Multiple Dimensions of Assessment | p. 137 |
References | p. 152 |
Acknowledgments | p. 152 |
The Assessment of Schema Knowledge for Arithmetic Story Problems: A Cognitive Science Perspective | p. 155 |
Acknowledgments | p. 168 |
References | p. 168 |
Critical Evaluation of Quantitative Arguments | p. 169 |
Investigation of Structured Problem-Solving Items | p. 187 |
References | p. 197 |
Authors | p. 205 |
Index | p. 207 |
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