Linda Dacey – författare

For years, students have been taught to cross multiply when presented with proportion problems. Few understood what they were doing or why they were doing it. Rarely were students invited to think about various representations to determine the relationship between the two ratios being compared. The ideas and activities in this guide will help you provide students with the conceptual understanding of ratios and proportional thinking that is essential for solving real-world problems and achieving success in higher-level mathematics.It’s All Relative includes thirty modules, which are aligned to specific Common Core State Standards. Each module in this accessible, spiral-bound flipchart addresses specific mathematical practices and common misconceptions; features timely classroom examples; includes proven, ready-to-use activities; and provides ideas for adapting activities to meet the needs of individual learners. The authors particularly emphasize how to use visual models—tables, tape diagrams, graphs, and double number lines—to represent ratios and proportional thinking. These visual models, which may be new to many teachers, enhance students’ conceptual understanding and improve their ability to solve a wide range of proportional reasoning problems.

For years, students have been taught to cross multiply when presented with proportion problems. Few understood what they were doing or why they were doing it. Rarely were students invited to think about various representations to determine the relationship between the two ratios being compared. The ideas and activities in this guide will help you provide students with the conceptual understanding of ratios and proportional thinking that is essential for solving real-world problems and achieving success in higher-level mathematics.It’s All Relative includes thirty modules, which are aligned to specific Common Core State Standards. Each module in this accessible, spiral-bound flipchart addresses specific mathematical practices and common misconceptions; features timely classroom examples; includes proven, ready-to-use activities; and provides ideas for adapting activities to meet the needs of individual learners. The authors particularly emphasize how to use visual models—tables, tape diagrams, graphs, and double number lines—to represent ratios and proportional thinking. These visual models, which may be new to many teachers, enhance students’ conceptual understanding and improve their ability to solve a wide range of proportional reasoning problems.

Students love math games and puzzles, but how much are they really learning from the experience? Too often, math games are thought of as just a fun activity or enrichment opportunity. Well Played, Grades 3–5: Building Mathematical Thinking Through Number Games and Puzzles shows you how to make games and puzzles an integral and engaging part of the math classroom.

Now in its second edition, Well Played, Grades 3–5 offers twenty-five engaging games and puzzles which have all been field tested in diverse classrooms. Additionally the materials for each game and puzzle have been streamlined, making preparing for and managing game and puzzle play even easier.

Each game or puzzle contains:

New full-sized appendices of all game boards, puzzles, and other materials make preparing for play an easy task. A built-in study guide at the end of each chapter makes this book an ideal choice for book studies and collaborative teacher learning.

Well Played, Grades 3–5 will help you tap the power of games and puzzles to engage students in sustained and productive mathematical thinking.

Students love math games and puzzles, but how much are they really learning from the experience? Too often, math games are thought of as just a fun activity or enrichment opportunity. Well Played, Grades 3–5: Building Mathematical Thinking Through Number Games and Puzzles shows you how to make games and puzzles an integral and engaging part of the math classroom.

Now in its second edition, Well Played, Grades 3–5 offers twenty-five engaging games and puzzles which have all been field tested in diverse classrooms. Additionally the materials for each game and puzzle have been streamlined, making preparing for and managing game and puzzle play even easier.

Each game or puzzle contains:

New full-sized appendices of all game boards, puzzles, and other materials make preparing for play an easy task. A built-in study guide at the end of each chapter makes this book an ideal choice for book studies and collaborative teacher learning.

Well Played, Grades 3–5 will help you tap the power of games and puzzles to engage students in sustained and productive mathematical thinking.

Students love math games and puzzles, but how much are they really learning from the experience? Too often, math games are thought of as just a fun activity or enrichment opportunity. Well Played, Grades 6–8: Building Mathematical Thinking Through Number and Algebraic Games and Puzzles shows you how to make games and puzzles an integral and engaging part of the math classroom.

Now in its second edition, Well Played, Grades 6–8 offers twenty-five engaging games and puzzles which have all been field tested in diverse classrooms. Additionally the materials for each game and puzzle have been streamlined, making preparing for and managing game and puzzle play even easier.

Each game or puzzle contains:

● Short explanations of the mathematical importance of each game or puzzle and how it supports student learning

● Variations for each game or puzzle to address a range of learning levels

● Classroom vignettes and tips that model how to introduce the featured game or puzzle

● Exit card choices and student work examples that make real-time assessment a meaningful part of teaching with games and puzzles

New full-sized appendices of all game boards, puzzles, and other materials make preparing for play an easy task. A built-in study guide at the end of each chapter makes this book an ideal choice for book studies and collaborative teacher learning.

Well Played, Grades 6–8 will help you tap the power of games and puzzles to engage students in sustained and productive mathematical thinking.