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9780761931485

Differentiating Math Instruction : Strategies That Work for K-8 Classrooms!

by Bender, William
  • ISBN13:

    9780761931485

  • ISBN10:

    0761931481

  • Format: Paperback
  • Copyright: 2005-05-18
  • Publisher: Corwin Pr
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Summary

The latest studies and classroom-tested best practices have been mined and are now presented in an easy-access, time-saving format that spans lesson planning through implementation.

Table of Contents

Preface vii
How to Use This Book vii
About the Author ix
The Mathematical Brain: Differentiated Instruction and Mathematical Thinking
1(26)
Teaching Mathematics Through Differentiating Instruction
1(2)
The Mathematical Brain
3(3)
Brains as Prioritizing Filters
6(1)
Number Sense
7(1)
Multiple Intelligences: Avenues for Learning Math
8(2)
Summary of Brain Research
10(4)
Instructional Phases for Developing Math Skills
14(4)
Teaching Strategy: Mathematical Games to Develop Number Sense
18(2)
Teaching Strategy: Planning for Multiple Intelligences
20(5)
What's Next?
25(2)
Planning for Differentiated Math Instruction
27(20)
From Direct Instruction to Differentiated Instruction
27(1)
Teaching Phases in the Direct Instruction Lesson
28(2)
Problems With Direct Instruction in a Large Class
30(1)
Teaching Strategy: The Guess, Assess, and Tear Out Tactic
30(2)
A Differentiated Instruction Lesson Example
32(1)
Teaching Strategy: Using Guess, Assess, and Tear Out! Moving From Direct Instruction to Differentiated Instruction in Math
32(2)
The Omega Group
34(2)
The Mainline Instruction Group
36(1)
The Beta Group
36(2)
Is Further Differentiation Needed?
38(1)
Anything Wrong With This Scenario? Enhancing the Differentiated Instruction Model
38(2)
Guidelines for Differentiated Lesson Planning
40(2)
Results of Differentiated Lessons
42(2)
A Differentiated Instruction Overview: What It Is and What It Isn't
44(1)
What's Next?
45(2)
Differentiating for Abstract Math Comprehension
47(22)
Steps in Developing Early Math Skills
47(3)
Teaching Strategy: A Concrete, Semi-Concrete, Abstract Learning Tactic
50(4)
Using CSA in the Classroom
54(4)
Summary: CSA Tactic
58(1)
Teaching Strategy: The Errorless Learning Procedures
59(5)
Summary: Errorless Learning
64(1)
Teaching Strategy: Classwide Peer Tutoring for Differentiated Instruction
65(2)
What's Next?
67(2)
Differentiating for Conceptual Development and Deep Understanding
69(24)
Constructivist Theory and Understanding of Mathematics
69(4)
Using Cognitive Guided Visualization
73(1)
Scaffolded Instruction in Math
74(3)
Debate on What a Scaffold Is
77(4)
Graphic Representations of Word Problem Schemas
81(1)
Using a Representational Strategy
82(3)
Teaching Expanded Notation and Partialing
85(2)
Process Mnemonics Strategies to Teach Computation
87(3)
Research Support
90(1)
What's Next?
90(3)
Differentiating for Elementary Word Problem Solving
93(16)
The Brain Research Basis for Metacognitive Theory and Tactics
93(2)
Learning Strategies for Word Problems
95(6)
The Schema-Based Math Strategy
101(5)
Differentiated Tear Out Activities for Story Problem Schemas
106(1)
What's Next?
107(2)
Differentiating for Higher Order Learning
109(14)
Working Toward Higher Order Thinking
109(1)
Teaching Strategy: Anchored Instruction
110(5)
The PASS Strategy
115(5)
Moving on Up! Math Instruction Guidelines for Secondary Learners
120(3)
References 123(4)
Index 127(4)
A Workshop Facilitator's Guide 131

Supplemental Materials

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