📖 Overview
Balanced Assessment for the Mathematics Curriculum presents a framework for evaluating student learning in mathematics education. The book outlines approaches for designing and implementing assessment systems that measure both procedural skills and conceptual understanding.
The text describes research-based methods to create balanced mathematics assessments across different grade levels and content areas. It includes sample problems, rubrics, and scoring guides that teachers can adapt for their classrooms.
This guidebook provides tools for educators to measure students' problem-solving abilities, mathematical reasoning, and communication skills. The assessment strategies aim to capture learning beyond traditional computational tests.
The work addresses core questions about what constitutes meaningful mathematics education and how to measure student growth in ways that support deeper understanding. At its foundation lies the principle that assessment must align with and reinforce instructional goals for mathematical thinking.
👀 Reviews
There are not enough internet reviews to create a summary of this book. Instead, here is a summary of reviews of Alan Schoenfeld's overall work:
Readers consistently mention Schoenfeld's clear explanations of complex mathematical thinking processes. Mathematics educators and teachers cite his practical frameworks for analyzing student problem-solving.
What readers liked:
- Detailed examples and case studies that demonstrate cognitive strategies
- Accessible writing style for both researchers and practitioners
- Concrete methods for improving mathematics instruction
- Research-based approaches backed by classroom evidence
What readers disliked:
- Dense academic language in some sections
- Limited coverage of elementary-level mathematics
- High cost of textbooks
- Some repetition between publications
Ratings across platforms:
Mathematical Problem Solving (1985)
- Goodreads: 4.1/5 (42 ratings)
- Amazon: 4.3/5 (28 ratings)
Learning to Think Mathematically (1992)
- Goodreads: 4.4/5 (31 ratings)
- Amazon: 4.5/5 (19 ratings)
Most reviewers are mathematics educators and researchers rather than general readers. Several teachers note successfully applying his methods in their classrooms.
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Embedding Assessment Throughout the Project-Based Learning Process by John Larmer and John R. Mergendoller The text connects project-based learning approaches with ongoing assessment practices in mathematics education.
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Mathematics Assessment and Learning by Dylan Wiliam The book presents research-based frameworks for developing mathematics assessments that inform instruction and support student understanding.
How to Assess Higher-Order Thinking Skills in Your Classroom by Susan M. Brookhart This work provides mathematics educators with tools and methodologies for creating assessments that measure complex mathematical thinking and reasoning abilities.
Embedding Assessment Throughout the Project-Based Learning Process by John Larmer and John R. Mergendoller The text connects project-based learning approaches with ongoing assessment practices in mathematics education.
Mathematical Thinking and Problem Solving by Alan Schoenfeld This book examines the cognitive processes involved in mathematical problem-solving and presents methods for assessing these higher-order thinking skills.
🤔 Interesting facts
🔵 Alan Schoenfeld has won the Felix Klein Medal, one of the highest international awards in mathematics education, for his lifetime achievements in the field.
🔵 The book emphasizes "mathematical sense-making" - teaching students not just how to solve problems, but how to think like mathematicians.
🔵 The assessment methods described in the book were developed through the Balanced Assessment Project at Harvard University, involving collaboration with hundreds of teachers.
🔵 Schoenfeld's research shows that students who understand the "why" behind mathematical procedures perform significantly better than those who only learn the "how."
🔵 The assessment framework presented in the book has been adopted by numerous school districts across the United States and influenced mathematics education reform internationally.