
eBook - PDF
Building Mathematical Comprehension: Using Literacy Strategies to Make Meaning
- English
- PDF
- Available on iOS & Android
eBook - PDF
Building Mathematical Comprehension: Using Literacy Strategies to Make Meaning
About this book
This resource applies familiar reading comprehension strategies and relevant research to mathematics instruction to aid in building students' comprehension in mathematics.
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Yes, you can access Building Mathematical Comprehension: Using Literacy Strategies to Make Meaning by Laney Sammons in PDF and/or ePUB format, as well as other popular books in Education & Teaching Mathematics. We have over one million books available in our catalogue for you to explore.
Information
Table of contents
- Cover
- Title Page
- Credits
- Page 3 - Table of Contents
- Page 9 - Foreword
- Page 11 - Acknowledgements
- Page 13 - Preface: Good Teaching Is Good Teaching
- Page 17 - Chapter 1—Comprehension Strategies for Mathematics
- Page 17 - Concerns about Mathematical Achievement in the United States
- Page 18 - Global Achievement Gap in Mathematics
- Page 20 - Instructional Strategies for Student Achievement
- Page 21 - Reading and Mathematics Connections
- Page 22 - Reading and Mathematics Comprehension
- Page 23 - Knowledge About Content
- Page 24 - Knowledge About Structure
- Page 25 - Pragmatic Knowledge
- Page 26 - Knowledge About the Social/Situational Context
- Page 28 - Teaching for Comprehension
- Page 29 - The Seven Comprehension Strategies
- Page 31 - Explicit Instruction
- Page 32 - Explaining the "What"
- Page 32 - Explaining the "Why"
- Page 32 - Explaining "When"
- Page 33 - Modeling How to Perform the Strategy
- Page 34 - Guiding Students as They Practice
- Page 34 - Giving Students Independent Practice
- Page 35 - Using Comprehension Strategies
- Page 35 - "Beginning" Strategies
- Page 36 - "During" Strategies
- Page 37 - "After" Strategies
- Page 38 - Comprehension Strategies for Conceptual Understanding
- Page 39 - Teaching Comprehension Strategies for Mathematics
- Page 39 - Planning Phase
- Page 39 - Early Phase
- Page 40 - Middle Phase
- Page 41 - Late Phase
- Page 42 - Chapter Snapshot
- Page 43 - Review and Reflect
- Page 45 - Chapter 2—Recognizing and Understanding Mathematical Vocabulary
- Page 45 - What Is Vocabulary?
- Page 47 - The Importance of Vocabulary Instruction
- Page 49 - Direct Vocabulary Instruction
- Page 55 - Choosing Mathematics Terms to Teach
- Page 59 - Engaging Students in Learning Mathematical Vocabulary
- Page 60 - Encouraging Parental Involvement
- Page 60 - Mathematical Discourse
- Page 63 - Mathematical Writing to Reinforce Vocabulary Knowledge
- Page 67 - Mathematical Word Walls
- Page 69 - Graphic Organizers
- Page 76 - Games and Other Learning Activities
- Page 80 - Literature Links to Mathematical Vocabulary Acquisition
- Page 81 - Chapter Snapshot
- Page 83 - Review and Reflect
- Page 85 - Chapter 3—Making Mathematical Connections
- Page 86 - Making Connections to Enhance Learning
- Page 87 - Schema Theory
- Page 92 - Kinds of Mathematical Connections
- Page 92 - Math-to-Self Connections
- Page 93 - Math-to-Math Connections
- Page 93 - Math-to-World Connections
- Page 95 - Teaching Students to Make Mathematical Connections
- Page 95 - Modeling and Think-Alouds
- Page 97 - The Schema Roller
- Page 98 - One-Minute Schema Determiner
- Page 99 - Math Stretches
- Page 103 - Mathematical Current Events
- Page 104 - Sharing Class Connections with Anchor Charts
- Page 105 - In the Context of Problem Solving
- Page 108 - Using Children's Literature
- Page 110 - Distinguishing Meaningful Connections from Distracting Connections
- Page 113 - Chapter Snapshot
- Page 114 - Review and Reflect
- Page 115 - Chapter 4—Increasing Comprehension by Asking Questions
- Page 115 - The Quality of Questioning in Classrooms
- Page 117 - The Relationship Between Questions and Learning
- Page 119 - Strategic Questioning to Critically Evaluate Mathematical Information
- Page 120 - What Students Need to Know about Asking Questions for Mathematical Comprehension
- Page 126 - Kinds of Questions
- Page 126 - Question Answer Relationships
- Page 128 - Thick and Thin Questions
- Page 129 - Questions that Linger
- Page 129 - Teaching Students to Ask Meaningful Questions
- Page 130 - Modeling and Think-Alouds in Strategy Sessions
- Page 135 - Generating Questions with Thinking Stems
- Page 135 - Wonder Walls
- Page 136 - Question Journals
- Page 137 - Question Webs
- Page 138 - Math Stretches to Promote Questions
- Page 141 - In the Context of Problem Solving
- Page 142 - Using Children's Literature
- Page 144 - Chapter Snapshot
- Page 145 - Review and Reflect
- Page 147 - Chapter 5—The Importance of Visualizing Mathematical Ideas
- Page 148 - Visualization and Cognition
- Page 149 - What Students Need to Know about Visualization for Mathematical Comprehension
- Page 152 - Visualizing Multiple Representations of Mathematical Ideas
- Page 153 - Building the Ability to Visualize from Words
- Page 156 - Teaching Students the Strategy of Visualization for Mathematical Comprehension
- Page 156 - Modeling and Think-Alouds
- Page 161 - "Picture Walks" to Build Capacity to Visualize
- Page 162 - Visualize, Draw, and Share
- Page 163 - Multiple Representations Graphic Organizers
- Page 165 - Math Stretches to Encourage Visualization
- Page 166 - Using Children's Literature
- Page 168 - Chapter Snapshot
- Page 169 - Review and Reflect
- Page 171 - Chapter 6—Making Inferences and Predictions
- Page 172 - The Relationship between Inferences and Predictions
- Page 173 - What Students Need to Know about Inferring and Predicting
- Page 177 - Building Student Ability to Infer and Predict
- Page 179 - Inferring Requires Time for Reflection
- Page 180 - One-to-One Conferences to Promote Effective Inferences and Predictions
- Page 182 - Teaching Students to Infer and Predict Enhance Mathematical Understanding
- Page 182 - Modeling and Think-Alouds
- Page 186 - Word Splash
- Page 187 - Inference and Evidence
- Page 188 - Math Stretches to Encourage Students to Infer and Predict
- Page 191 - In the Context of Problem Solving
- Page 194 - Using Children's Literature
- Page 196 - Chapter Snapshot
- Page 197 - Review and Reflect
- Page 199 - Chapter 7 —Determing Importance
- Page 200 - The Levels of Determining Importance
- Page 201 - Critically Examining Mathematical Information
- Page 202 - What Students Need to Know about Determining Importance
- Page 206 - Teasing the Important Ideas from Mathematical Text
- Page 207 - Overviewing
- Page 208 - Highlighting
- Page 209 - Read a Little, Think a Little
- Page 210 - Teaching Students to Determine Mathematical Importance
- Page 210 - Modeling and Think-Alouds
- Page 214 - Building on the Concrete
- Page 215 - What's Important?
- Page 215 - Zoom In/Zoom Out
- Page 217 - Math Stretches to Support Determining Importance
- Page 219 - In the Context of Problem Solving
- Page 221 - Using Children's Literature
- Page 224 - Chapter Snapshot
- Page 225 - Review and Reflect
- Page 227 - Chapter 8—Synthesizing Information
- Page 228 - Strands of Mathematical Proficiency
- Page 229 - Synthesizing and Mathematizing
- Page 230 - What Students Need to Know about Synthesizing
- Page 232 - Teaching Students to Synthesize for Making Mathematical Meaning
- Page 233 - Modeling and Think-Alouds
- Page 235 - Creating Concrete Experiences
- Page 237 - Making Conjectures
- Page 239 - Math Stretches to Explore Synthesizing
- Page 240 - In the Context of Problem Solving
- Page 242 - Using Children's Literature
- Page 246 - Chapter Snapshot
- Page 247 - Review and Reflect
- Page 249 - Chapter 9—Monitoring Mathematical Comprehension
- Page 250 - Metacognition
- Page 251 - Monitoring Understanding for Mathematics Learners
- Page 252 - Conceptual Understanding
- Page 254 - Problem Solving
- Page 255 - What Students Need to Know about Monitoring and Repairing Mathematical Comprehension
- Page 257 - Repairing Comprehension
- Page 260 - Teaching Students to Monitor Mathematical Understanding
- Page 261 - Modeling and Think-Alouds
- Page 263 - Huh?
- Page 264 - Ticket Out the Door Comprehension Check
- Page 264 - Comprehension Constructor
- Page 266 - Using Math Stretches for Monitoring Comprehension
- Page 267 - In the Context of Problem Solving
- Pgae 268 - Using Children's Literature
- Page 273 - Chapter Snapshot
- Page 274 - Review and Reflect
- Page 275 - Chapter 10—In the Guided Math Classroom
- Page 276 - The Foundational Principles of a Guided Math Classroom
- Page 279 - The Components of a Guided Math Classroom
- Page 281 - A Classroom Environment of Numeracy
- Page 282 - Math Stretches and Calendar Board Activities
- Page 283 - Whole-Class Instruction
- Page 284 - Guided Math Instruction with Small Groups of Students
- Page 284 - Math Workshop
- Page 285 - Individual Conferences
- Page 285 - An Ongoing System of Assessment
- Page 286 - Teaching Students to Become Mathematicians
- Page 289 - Chapter Snapshot
- Page 290 - Review and Reflect
- Page 291 - Appendices
- Page 291 - Appendix A: Frayer Diagram
- Page 292 - Appendix B: Math Connections
- Page 293 - Appendix C: Question Journal
- Page 294 - Appendix D: Multiple Representations Graphic Organizer
- Page 295 - Appendix E: Inference and Evidence Chart
- Page 296 - Appendix F: Comprehension Checklist
- Page 297 - Appendix G: Comprehension Constructor
- Page 298 - References Cited
- Page 304 - Children's Literature
- Thank You Page