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Building Powerful Numeracy Skills for Middle & High School Students - Math Workbook for Algebra, Geometry & Problem Solving | Classroom & Homeschool Learning
Building Powerful Numeracy Skills for Middle & High School Students - Math Workbook for Algebra, Geometry & Problem Solving | Classroom & Homeschool Learning
Building Powerful Numeracy Skills for Middle & High School Students - Math Workbook for Algebra, Geometry & Problem Solving | Classroom & Homeschool Learning

Building Powerful Numeracy Skills for Middle & High School Students - Math Workbook for Algebra, Geometry & Problem Solving | Classroom & Homeschool Learning

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Description

"I continue to be amazed at the power we can harness in our secondary students by teaching ourselves and our students real numeracy." Pamela HarrisAs secondary math teachers, we’re often frustrated by the lack of true number sense in our students.  Solid research at the elementary level shows how to help all students become mathematically proficient by redefining what it means to compute with number sense.  Pam Harris has spent the past ten years scrutinizing the research and using the resulting reform materials with teachers and students, seeing what works and what doesn’t work, always with an eye to success in higher math. This book brings these insights to the secondary world, with an emphasis on one powerful goal:  building numeracy.Developing numeracy in today’s middle and high school students is reflective of the Common Core State Standards mission to build “the skills that our young people need for success in college and careers.”  (CCSS 2010)  Numeracy is more than the ability to do basic arithmetic. At its heart, numeracy is the ability to use mathematical relationships to reason with numbers and numerical concepts, to think through the math logically, to have a repertoire of strategies to solve problems, and to be able to apply the logic outside of classrooms.  How can we build powerful numeracy in middle and secondary students?  Harris’s approach emphasizes two big ideas:Teach the importance of representation.   The representation of student strategies on models such as the open number line, the open array, and the ratio table promote discussion on relationships rather than procedures Teach with problem strings.  Introduced by Catherine Twomey Fosnot and her colleagues in the Young Mathematicians at Work series, problem strings are purposefully designed sequences of related problems that help students construct numerical relationships. They encourage students to look to the numbers first before choosing a strategy, nudging them toward efficient, sophisticated strategies for computation.Understanding numerical relationships gives students the freedom to choose a strategy, rather than being stuck with only one way to solve a problem.  Using the strings and activities in this book can empower your students to reason through problems and seek to find clever solutions.  They’ll become more naturally inclined to use the strategies that make sense to them.  Students become engaged, willing to think, and more confident in their justifications.  When we give secondary students this numerical power, we also help them learn higher mathematics with more confidence and more success.

Reviews

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- Verified Buyer
This is a great resource for middle school and high school mathematics teachers who want to do something about the large numbers of students who arrive in their classrooms without basic numeracy skills. The book is grounded in constructivist learning theory and provides methods and strategies for helping older students develop numeracy skills that they did not acquire in elementary school. The emphasis on teaching older students is what is special about this book. In my experience, older students seldom respond well to the methods and strategies that often work with younger students. My own two children, now grown, were eager to show me and my wife how fast they could recite their addition and times tables when they were six years old, but my 17 and 18 year old high school students find no such joy in memorization and recitation. This book provides methods and strategies for infusing remedial numeracy skills into higher level mathematics curricula. It shows how different understandings of addition, subtraction, multiplication, and division can help or hinder student understandings of algebra, pre-calculus and calculus. It is not a cure all and it is not a cookie cutter solution that can be implemented without reflection and planning, but it does provide the reflective practitioner with insights for developing a more effective teaching praxis. My own attempts to infuse some of this book's methods and strategies for numeracy education in an urban high school mathematics classroom have been well received by students with extremely diverse mathematical abilities, and I have observed my students adopting these new methods and strategies as their own. Bottom line - this is the best book I have found for learning to teach numeracy and remedial arithmetic to high school students.
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