|
Learn more about this book: Table of Contents Read an interview with Nancy Krasa & Sara Shunkwiler Related Titles: Why Is Math So Hard for Some Children? The Nature and Origins of Mathematical Learning Difficulties and Disabilities Academic Success Strategies for Adolescents with Learning Disabilities and ADHD Teaching Language Arts, Math, and Science to Students with Significant Cognitive Disabilities Learning Disabilities and Challenging Behaviors: A Guide to Intervention and Classroom Management, Second Edition Helping Children Learn: Intervention Handouts for Use in School and at Home, Second Edition |
Make sense of students' math frustration with these critical research-based insights
How do children learn mathand why do some children struggle with it? The answers are in Number Sense and Number Nonsense, a straightforward, reader-friendly book for education professionals and an invaluable multidisciplinary resource for researchers. More than a first-ever research synthesis, this highly accessible book brings math difficulties into clear focus, helping educators and psychologists get inside students' heads so they can devise the best way to help children learn. Clinical psychologist Nancy Krasa and middle-school teacher Sara Shunkwiler combine their expertise for an eye-opening exploration of how the brain works during the many complex facets of math learning. Readers will gain a complete, research-based understanding of what it means when students struggle with
Educators will improve their math instruction with the classroom examples and helpful samples of student work, and psychologists will effectively evaluate math learning problems with the assessment guidelines and clinical case illustrations. With this in-depth guided tour of essential math skills and the difficulties students may encounter with each, education professionals will gain the insight they need to turn number nonsense into number sense for children who struggle with math. |
ORDERING INFO |
||||||
Table of Contents About the Authors
Section I: Thinking Spatially
Section II: The Language of Mathematics
Section III: Solving Problems
Section IV: Professional Implications
Bibliography
|
||||||||