Allen P. Cook

Scroll the
Contents
Here
Scroll the Table of Contents
Table of Contents
    Chapter 1- Arithmetic and Algebraic Structures
    Arithmetic, and Basic Algebra
    Properties of Real Numbers
    Counting Numbers, Order of Operations
    Ratio, Proportion, Percent
    Chapter 2 Arithmetic and Algebraic Structures II
    Algebra, Problem Solving, Linear Functions and Absolute Values
    Metrics and Problem Solving
    Linear and Quadratic Equations, and Inequalities
    Equations and Inequalities Involving Absolute Values, The Triangle Inequality
    Chapter 3- Geometry
    Parallel and Perpendicular Lines, Special Triangles and Parts of Triangles
    Similar Triangles and the Law of Pythagoras
    Triangles, Quadrilaterals and Polygons
    Circles
    Areas of Triangle, Quadrilaterals and Circles
    Surface Area and Volume
    Reflections, Rotations, and Translations of Points, Lines, and Polygons in the Plane
    Construction and Loci
    Chapter 4- Trigonometry
    Radian Measure, Basic Trigonometric Functions of the Right Triangle and the Unit Circle, Special Angles
    Law of Sines, Cosines, and Graphs of Trigonometric Functions
    Identities for Sums of Angles, Double Angles, Half Angles and Sum of Sines and Cosines
    Polar Coordinates, Applications of De Moivre’s Theorem
    Chapter 5-Functions
    Functions and their Graphs
    Transformations of Functions
    Composite and Inverse Functions
    Chapter 6-Statistics
    Probability and Statistics
    Counting Techniques, Binomial Expansion and Pascal’s Triangle
    Contingency Tables, Discrete and Compound Probability
    Measures of Central Tendency and Dispersion
    Probability Distributions
    Chapter 7-Vectors and Conics
    Vectors
    Conic Sections
    Chapter 8-Calculus
    Limits and Their Properties
    Continuity and Derivatives
    Applications of Derivatives
    Integration
    Sequences and Series
    Chapter 9-Discrete Mathematics
    Logic, Truth Tables, Sets
    Basic Algebras of Propositions and Sets
    Algorithms, Recursion Formulas and Induction
    Relations
    Chapter 10-Linear Algebra
    Matrix Operations
    Matrix Inverses
    Matrix Solutions of Systems of Equations
    Answers to Unsolved Problems



Practical help for all involved in teaching mathematics in grades 7-13.
Content Area Mathematics for Secondary Teachers:
The Problem Solver
Allen P. Cook, Associate Dean, School of Education, University of Bridgeport and Natalia Romalis, Professor of Mathematics and Chair of the Mathematics Department, University of Bridgeport

Here you get fundamental mathematical content needed for secondary teaching in the areas of general properties of real numbers, group and fields, geometry, trigonometry, functions, vectors, conic sections, statistics, calculus, linear algebra, and discrete mathematics. The authors provide numerous challenging problems, along with relevant content summaries for the mathematics you need to know in order to teach grades seven through 13. The many rich problems provide a review of classical topics that teachers need to know and there's a concise, but rigorous review for state mandated licensing exams. It's ideal for candidates for licensing in secondary/middle school mathematics for reviewing content materials for national exams, secondary school teachers interested in rich content materials or in designing materials for lesson plans and units, teacher educators for their courses, workshop organizers, mathematics teachers, and university instructors.
2006 Paperbound 400pp est. ISBN: 1-929024-95-9 Order #4010 $72.95


For fastest service, call toll-free: 1-800-934-8322 in U.S. or 1-781-762-5577 from outside the U.S.


Christopher-Gordon Publishers, Inc.
1420 Providence Hwy, Suite 120
Norwood, MA 02062
1-800-934-8322
1-781-762-5577
cgpublish@christopher-gordon.com

Privacy Statement | Site Map | Contact Information

© 2007 Christopher-Gordon Publishers, Inc.