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9780024097644

Mathematics for Young Children

by ;
  • ISBN13:

    9780024097644

  • ISBN10:

    0024097640

  • Edition: 1st
  • Format: Paperback
  • Copyright: 1997-06-03
  • Publisher: Pearson
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Summary

Appropriate for undergraduate and graduate courses in teaching mathematics in the primary grades or in early childhood. Intended for pre-service and in-service teachers, this book discusses how mathematics should be taught to children ages three to eight. Based on ideas from effective practice, the book supports the importance of quality early education and the need for better mathematics for all children. Organized in two parts, the first part describes the need for and nature of mathematics reform, discusses how young children learn, and how educators can plan and implement activities. Multi-faceted approaches to assess learning are also addressed in part one. The second part of the text focuses on mathematics topics and ways to facilitate young children's learning.

Table of Contents

Chapter 1 A New Vision of Mathematics for Young Children
1(20)
Why Do We Need a New Vision of Mathematics for Young Children?
4(1)
What is the New Vision of Mathematics for Young Children
4(2)
Who Has Supported the New Vision of Mathematics for Young Children? Who Must Work to Implement the New Vision?
6(1)
How Can the New Vision of Mathematics for Young Children Be Implemented?
7(10)
Problem Solving
8(1)
Communicating Mathematically
9(3)
Reasoning
12(2)
Making Mathematics Connections
14(3)
When Will the New Vision of Mathematics Education for Young Children Be Implemented?
17(1)
Parallel Reform Efforts in Science Education
17(1)
Summary
18(1)
Applications: Thinking and Collaborating
18(1)
References
19(1)
Selected Children's Books
20(1)
Chapter 2 Developmental Expectations in Math
21(22)
Developmentalism and Constructivism
22(4)
Influences on Developmental Theories
26(12)
Jean Piaget
26(6)
Zoltan P. Dienes
32(4)
Maria Montessori
36(2)
General Implications of Constructivist Theories
38(1)
Planning for Developmental Levels
39(2)
Mathematics Development
40(1)
Summary
41(1)
References
41(2)
Chapter 3 Mathematics Standards and Developmentally Appropriate Practice
43(22)
Developmentally Appropriate Practice
44(8)
Background
45(1)
National Association for the Education of Young Children
45(2)
Principles and Implications
47(5)
NCTM Professional Standards
52(9)
Principles for Teaching
53(4)
Classroom Environment
57(1)
Teacher Evaluation
58(2)
Professional Development
60(1)
Mathematical Assumptions for Teaching
61(1)
Summary
62(1)
References
63(2)
Chapter 4 Helping All Children Learn Mathematics
65(22)
Equity Issues in Mathematics
67(8)
Gender Issues
68(3)
Cultural Influences
71(2)
Socioeconomic Environment
73(2)
Building Parents' and Families' Understanding of Their Roles in Equity Issues
75(4)
Involving Parents in Mathematical Programs
77(1)
Activities for Involving Parents
78(1)
The Classroom Environment
79(4)
Teaching Methods
79(2)
Thematic Units
81(2)
Summary
83(1)
Applications: Thinking and Problem Solving
84(1)
References
85(2)
Chapter 5 Assessment and Evaluation
87(24)
Purposes and Uses of Assessment and Evaluation
89(2)
Techniques for Formative Assessment and Evaluation of Children's Work
91(11)
Observation
92(1)
Questioning and Discussion
93(2)
Anecdotal Records
95(1)
Interviews
96(1)
Written Work and Drawings
97(2)
Performances and Problem Solving
99(1)
Children's Self-Assessment and Evaluation
100(2)
Techniques for Summative Assessment and Evaluation of Children's Work
102(5)
Projects and Products
102(1)
Portfolios
103(3)
Tests
106(1)
Changing Assessment and Evaluation Techniques
107(1)
Summary
108(1)
Applications: Thinking and Collaborating
108(1)
References
109(2)
Chapter 6 Problem Solving and Reasoning
111(24)
What Is Problem Solving?
113(1)
What Is Reasoning?
114(6)
Types of Reasoning
116(4)
Reasoning and Young Children
120(1)
Sorting and Classifying
120(3)
Developing Problem-Solving Strategies
123(4)
Developing Problem-Solving and Reasoning Situations
127(5)
Plan for Success
127(1)
Praise Risk-Taking
128(1)
Use Nonjudgmental Responses
129(1)
Small-Group Cooperative Work
130(2)
Summary
132(1)
Applications: Thinking and Collaborating
132(1)
References
133(1)
Selected Children's Books
134(1)
Chapter 7 Numeration and Number Sense
135(26)
Developing Number Ideas and Number Sense
137(1)
Materials for Developing Children's Understandings of Numeration and Number Sense
138(2)
Numeration and Number Sense Topics for Young Children
140(17)
Counting
140(3)
Number Concepts and Number Sense
143(2)
Comparing Sets and Numbers
145(1)
Cardinal and Ordinal Numbers
146(1)
Numbers, Numerals, and Number Names
146(2)
Place Value
148(5)
Fractions and Decimals
153(2)
Estimating with Numbers
155(2)
Summary
157(1)
Applications: Thinking and Collaborating
157(1)
References
158(1)
Selected Children's Books
159(2)
Chapter 8 Operation Concepts and Skills
161(24)
Operations and Operation Sense
163(10)
Presenting and Developing Meanings of Operations
173(5)
Addition
173(1)
Subtraction
174(1)
Multiplication
175(2)
Division
177(1)
Basic Facts
178(2)
Multidigit Operations
180(2)
Summary
182(1)
Applications: Thinking and Collaborating
182(1)
References
183(1)
Selected Children's Books
184(1)
Chapter 9 Working with Data and Probability
185(24)
Developing Statistical Thinking
186(2)
Materials for Involving Children in Working with Data and Probability
188(1)
Gathering, Organizing, and Displaying Data
189(2)
Sources of Data
191(1)
Graphs for Young Children
192(8)
Real Graphs
194(1)
Picture Graphs
194(2)
Bar Graphs
196(1)
Circle Graphs
197(2)
Line Graphs
199(1)
Interpreting Data
200(2)
Discussing Data
200(1)
Writing About Data
201(1)
Simple Statistics
201(1)
Probability
202(4)
Summary
206(1)
Applications: Thinking and Problem Solving
206(1)
References
207(1)
Selected Children's Books
208(1)
Chapter 10 Geometry
209(24)
Geometry for Young Children
212(1)
Materials for Involving Young Children in Geometry
212(1)
Theory for Teaching Geometry to Young Children
213(4)
The van Hieles Model
213(3)
Del Grande's Aspects of Spatial Perception
216(1)
Geometry Topics for Young Children
217(12)
Geometry in the World
217(2)
Positions and Paths
219(1)
Three-Dimensional Figures
220(2)
Two-Dimensional Figures
222(6)
Congruence and Symmetry
228(1)
Summary
229(1)
Applications: Thinking and Collaborating
229(2)
References
231(1)
Selected Children's Books
231(2)
Chapter 11 Measurement
233(26)
Measurement for Young Children
235(1)
More Principles for Teaching Measurement
236(1)
Materials for Involving Children in Measurement
237(2)
Exploring Measurement Attributes
239(17)
Length
239(3)
Area
242(1)
Capacity
243(2)
Volume
245(1)
Weight
246(2)
Time
248(4)
Temperature
252(2)
Angles
254(2)
Summary
256(1)
Applications: Thinking and Collaborating
257(1)
References
258(1)
Selected Children's Books
258(1)
Appendix A Suppliers of Mathematics Education Materials Suitable for Young Children 259(2)
Appendix B Mathematics Autobiography 261(2)
Index 263

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