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Test Bank — Elementary and Middle School Mathematics: Teaching Developmentally, 11th Edition — John A. Van de Walle, Karen S. Karp, Jennifer M. Bay-Williams — ISBN 9780136818038

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The Test Bank for Elementary and Middle School Mathematics: Teaching Developmentally, 11th Edition by John A. Van de Walle, Karen S. Karp, and Jennifer M. Bay-Williams provides an extensive repository of instructor-verified assessment materials built to accompany Pearson’s newest edition of this leading mathematics education text. Designed to evaluate both conceptual understanding and practical teaching competence, the test bank contains multiple-choice, short-answer, and applied scenario questions aligned with the National Council of Teachers of Mathematics (NCTM) Principles to Actions and the Common Core State Standards for Mathematical Practice. Each item reflects the problem-based and inquiry-driven approach central to the text, offering instructors flexible options for quizzes, midterms, and certification preparation. The content organization aligns directly with the verified Pearson structure, beginning with Part I: Teaching Mathematics Developmentally—Big Ideas and Research-Based Practices, which includes Chapter 1: Teaching to Build Confident and Competent Mathematics Learners, Chapter 2: Exploring What It Means to Know and Do Mathematics, Chapter 3: Teaching Problem-Based Mathematics, Chapter 4: Planning in the Problem-Based Classroom, Chapter 5: Creating Assessments for Learning, and Chapter 6: Teaching Mathematics Equitably to All Students. Part II: Teaching Mathematics Developmentally—Concepts and Procedures in PreK-8 continues with Chapter 7: Developing Early Number Concepts and Number Sense, Chapter 8: Developing Meanings for the Operations, Chapter 9: Developing Basic Fact Fluency, Chapter 10: Developing Whole-Number Place-Value Concepts, Chapter 11: Developing Strategies for Addition and Subtraction Computation, Chapter 12: Developing Strategies for Multiplication and Division Computation, Chapter 13: Algebraic Thinking, Chapter 14: Developing Fraction Concepts, Chapter 15: Developing Fraction Operations, Chapter 16: Developing Decimal and Percent Concepts and Decimal Computation, Chapter 17: Ratios and Proportional Reasoning, Chapter 18: Developing Measurement Concepts, Chapter 19: Developing Geometric Thinking and Geometric Concepts, Chapter 20: Developing Concepts of Data and Statistics, Chapter 21: Exploring Concepts of Probability, and Chapter 22: Developing Concepts of Exponents, Negative Numbers, and Real Numbers.

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Elementary And Middle School Mathematics
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Elementary and Middle School Mathematics

Voorbeeld van de inhoud

Elementary and Middle School Mathematics:
Teaching Developmentally – 11th Edition
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INSTRUCTOR’S
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MANUAL & TEST
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BANK
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John A. Van de Walle
Karen S. Karp
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Jennifer M. Bay-Williams
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Comprehensive Instructor’s Manual and Test
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Bank for Instructors and Students
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© John A. Van de Walle, Karen S. Karp & Jennifer M. Bay-Williams

All rights reserved. Reproduction or distribution without permission is prohibited.



©STUDYSTREAM

, Table of Contents
Chapter 1 Developing Confident and Competent Mathematics Learners 1
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Learning Outcome Quizzes 1
Application Exercises 9
Test Items 12
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Test Answer Key 16
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Copyright © 2023, 2019, 2016 Pearson Education, Inc. All Rights Reserved.

, Chapter 1 Developing Confident and Competent Mathematics
Learners
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Chapter 1 Learning Outcome Quizzes
Learning Outcome 1.1: Summarize the factors that influence the teaching of mathematics
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[Q1]
Many factors influence how mathematics is taught in a school system and which mathematics is
covered. What are some of the most influential factors?
1. Research on how students learn mathematics [correct]
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2. The size and wealth of the school system
3. The students’ geographic location
4. Teacher’s opinions of students
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[Feedback for Correct Answer 1]
Research in mathematics education on how students learn informs how mathematics should be
taught. Mathematics instruction is evolving and transforming through expert knowledge about
how students learn and how to design effective mathematics instruction
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[Feedback for Answer Choice 2]
The size and wealth of a school should not influence how mathematics is taught at that school.
[Feedback for Answer Choice 3]
Geographic locations should not influence how mathematics is taught in that school.
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[Feedback for Answer Choice 4]
Teacher’s opinions of students should not inform how mathematics is taught in the classroom.
Teachers should be using data and assessments to inform how their students are taught.

[Q2]
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Which of the following would be a strengths-based approach comment to a student?
1. The problems we are doing today are easy.
2. You picked up that concept really quickly. [correct]
3. I think you need more practice with adding.
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4. You can try harder next time with the task.

[Feedback for Answer Choice 1]
While you may think this statement might set students up for success, if students struggle with
the “easy” problems they may feel worse about themselves.
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1
Copyright © 2023, 2019, 2016 Pearson Education, Inc. All Rights Reserved.

, [Feedback for Correct Answer 2]
This is an asset-based statement as it focuses on the strengths of the student, they got a
concept, rather than focusing on what they did not get or understand.
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[Feedback for Answer Choice 3]
This statement could negatively affect students’ confidence in mathematics, especially if they
have been practicing with addition and are not having success.
[Feedback for Answer Choice 4]
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This statement could negatively affect students’ confidence in mathematics, especially if they
have been working hard on the task and are not having success.

[Q3]
Which statement describes a catalyst for change in mathematics education?
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1. Developing a love of math in students.
2. S TEM jobs take twice as long to fill as other jobs.
3. U.S. student performance in national and international studies. [correct]
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4. Preparing students for jobs that do not currently exist.

[Feedback for Answer Choice 1]
While we want student to develop a love of mathematics, and we should work to create spaces
in our classrooms that foster this, it is not a driving force in what changes mathematics
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education.
[Feedback for Answer Choice 2]
While we want students to be successful in mathematics and pursue S T E M careers, especially
as there is a need for S TEM majors, it is not a major influence in mathematics education.
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[Feedback for Correct Answer 3]
One factor in mathematics education is the public or political pressure for change in
mathematics education due largely to information about student performance in national and
international studies. These large-scale comparisons of student performance continue to make
headlines, provoke public opinion, and pressure legislatures to call for tougher standards
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backed by testing.
[Feedback for Answer Choice 4]
We are preparing students for a global society and the jobs they take may not even exist yet,
but this is not a driving force in changing mathematics education.
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Learning Outcome 1.2: Describe the importance of content standards, process standards, and
standards of mathematical practice.

[Q1]
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The six Principles and Standards for School Mathematics articulate high-quality mathematics
education. Which of the following statements represents the equity principle?
1. Mathematics instruction includes tasks that develop students’ ability to think and reason.


2
Copyright © 2023, 2019, 2016 Pearson Education, Inc. All Rights Reserved.

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Elementary and Middle School Mathematics

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