Exemplary practices for secondary math teachers /

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Bibliographic Details
Author / Creator:Posamentier, Alfred S.
Imprint:Alexandria, Va. : Association for Supervision and Curriculum Development, c2007.
Description:viii, 231 p. : ill. ; 23 cm.
Language:English
Subject:
Format: Print Book
URL for this record:http://pi.lib.uchicago.edu/1001/cat/bib/6419144
Hidden Bibliographic Details
Other authors / contributors:Jaye, Daniel.
Krulik, Stephen.
ISBN:9781416605249 (pbk. : alk. paper)
141660524X (pbk. : alk. paper)
Notes:Includes bibliographical references (p. 203-224) and index.
Table of Contents:
  • Introduction
  • 1. Starting Out as a Math Teacher Today
  • To Whom Can a New Teacher Turn for Advice?
  • What to Expect from Your Immediate Supervisor
  • What Happens When You Close the Classroom Door?
  • How Is Teaching Mathematics Now Different from When You Went to School?
  • The Impact of Various Position Papers and Documents
  • 2. The Teaching Assignment
  • Is Your Textbook the Curriculum?
  • Differentiation Within the Curriculum
  • How Do You Get Ideas to Teach Something Beyond the Textbook?
  • 3. Your Room as a Math Lab
  • Arranging Your Room to Support Student Learning
  • Technology in the Mathematics Classroom
  • Creating a Mathematics Library in the Classroom
  • 4. Using Your Textbook Effectively
  • The Teacher's Edition
  • Teacher's Edition Features
  • How You Should Use Your Textbook
  • Building a Personal Library of Textbooks and Other Math Books
  • Selecting a New Text
  • 5. Designing an Effective Lesson Plan
  • What Are the Components of a Lesson Plan?
  • Planning Paths of Differentiated Instruction
  • Planning Group Work in the Mathematics Classroom
  • Teacher-Centered Versus Student-Centered Instructional Models
  • Solving Systems of Equations Using the Developmental Lesson Model and the Workshop Model
  • Designing the Homework Assignment
  • Routines for Checking Homework
  • The Importance of Planning Your Board Work
  • Incorporating Technology into Your Lessons
  • Planning a Series of Lessons (Unit Planning)
  • 6. Some Specific Ideas for Teaching Certain Lessons
  • Angle Measurement with a Circle by Moving the Circle
  • Sum of an Arithmetic Progression
  • Introducing the Product of Two Negatives
  • Rationalizing the Denominator
  • The Pythagorean Theorem
  • Introduction to Nonpositive Exponents
  • Introducing the Notion of a Function
  • Intuition Versus Justification
  • Building Confidence in Probability
  • Demonstrating the Need to Set Up a Sample Space in Probability
  • Introducing the Law of Sines
  • How to Use Questions Effectively-Or the Art of Classroom Questioning
  • 7. Driving the Lesson with Challenging Problems
  • Getting the Lesson Started
  • Motivating the Lesson
  • Concluding the Lesson
  • 8. Reasoning and Problem Solving
  • Teaching Problem Solving
  • Where to Find Problems
  • Problem of the Week
  • Review of the Process
  • 9. The Responsibility of Assessment
  • Evaluative Assessment
  • Diagnostic Assessment
  • Designing the Classroom Test
  • Informing Students of Their Grades
  • Improving Their Test Scores
  • Assessing Your Assessment
  • The Class Did Poorly-Should You Curve Your Exam?
  • Testing Students of Varying Ability Levels
  • Handling Absentees on Test Days
  • Comprehensive Assessment
  • 10. Beyond the Classroom: Extracurricular Activities and Keeping Up with the Profession
  • Extracurricular Activities
  • Improving Your Professional Practice
  • Appendix. What a Math Teacher Has to Know About Special Education
  • Notes
  • References and Resources
  • Index
  • About the Authors