Regents Power Pack Math B,9780764175329

Regents Power Pack Math B

by
ISBN13: 9780764175329
ISBN10: 0764175327
Format: Paperback
Pub. Date: 2002-05-01
Publisher(s): Barrons Educational Series Inc
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Summary

Packaged together for a retail savings of $2.95 off the price of both books when purchased separately, this 2-in-1 combination consists of a copy of the new edition of Barron Let's Review Math B, packaged with the brand-new Barron's Regents Exams and Answers, Math B. Available in most subjects, Let's Reviewbooks cover topics specified by the New York State Board of Regents and contain subject review material plus practice and review questions all designed to prepare high school students for Regents Exams. Each Barron's Regents Exams and Answersbook, informally known as Barron's "Redbooks," includes several actual full-length Regents exams given to students throughout New York State at the end of recent school semesters.

Table of Contents

Preface vii
Unit One Geometric Proofs and Circles 1(112)
Proofs With Triangles
1(31)
Basic Geometric Terms and Facts
1(6)
Proving Triangles Congruent
7(5)
Applying Congruent Triangles
12(6)
The Isosceles Triangle
18(4)
Using Pairs of Congruent Triangles
22(3)
Indirect Proofs
25(3)
Geometric Inequalities
28(4)
Quadrilaterals and Coordinates
32(29)
Parallel Lines
32(3)
Writing Equations of Lines
35(6)
Parallelograms
41(4)
Special Parallelograms
45(6)
Trapezoids
51(5)
General Coordinate Proofs
56(5)
Similar and Right Triangles
61(22)
Ratio and Proportion
61(6)
Proving Triangles Similar
67(3)
Proving Products of Sides Equal
70(3)
Proportions in a Right Triangle
73(6)
Special Right Triangles
79(4)
Circles and Angle Measurement
83(30)
Circle Parts and Relationships
83(8)
Circumference and Area
91(4)
Circle Angle Measurement
95(10)
Similar Triangles and Circles
105(8)
Unit Two Algebraic and Graphical Representations 113(90)
Algebraic Operations
113(26)
Real Numbers and Exponents
113(6)
Factoring Methods
119(4)
Writing Equivalent Fractions
123(2)
Multiplying and Dividing Algebraic Fractions
125(3)
Adding and Subtracting Algebraic Fractions
128(3)
Complex Fractions
131(3)
Operations with Radicals
134(5)
Functions and Graphing Calculators
139(30)
Understanding Functions
139(6)
Using a Graphing Calculator
145(8)
Graphing Quadratic Functions
153(4)
Solving Quadratic Equations
157(6)
Applying Quadratic Functions
163(6)
Equations and Inequalities
169(17)
Solving Absolute-Value Equations and Inequalities
169(5)
Solving Quadratic Inequalities
174(2)
Solving Radical Equations
176(3)
Solving Fractional Equations
179(7)
Complex Numbers
186(17)
The Set of Complex Numbers
186(3)
Multiplying and Dividing Complex Numbers
189(3)
The Quadratic Formula
192(6)
Roots and Coefficients of Quadratic Equations
198(5)
Unit Three Transformations, Functions, and Growth 203(56)
Transformations and Functions
203(33)
Reflections and Translations
203(7)
Rotations and Dilations
210(2)
Composite Functions
212(5)
Composite Transformations
217(4)
Inverses of Functions
221(6)
Graphs of Quadratic Relations
227(6)
Types of Variation
233(3)
Exponential and Logarithmic Functions
236(23)
The Exponential Function
236(3)
The Logarithmic Function
239(6)
Logarithm Laws
245(5)
Solving Exponential Equations
250(2)
Exponential Growth and Decay
252(7)
Unit Four Regression and Probability 259(46)
Fitting Lines and Curves To Data
259(21)
Linear Modeling
259(4)
Fitting Lines to Data
263(9)
Quadratic Modeling
272(2)
Fitting Curves to Data
274(6)
Probability and Normal Curves
280(25)
Binomial Probabilities
280(7)
The Binomial Theorem
287(3)
Descriptive Statistics
290(8)
The Normal Curve
298(7)
Unit Five Trigonometric Functions and Laws 305(89)
Trigonometric Functions and Their Graphs
305(47)
Trigonometric Functions and Angles
305(4)
Radian Measure and Arc Length
309(3)
Angles in Standard Position
312(7)
Working with Trigonometric Functions
319(3)
Trigonometric Functions of Special Angles
322(6)
Graphs of Periodic Functions
328(7)
Graphing y = a sin bx and y = a cos bx
335(5)
Transformations of Trigonometric Functions
340(5)
Graphing the Tangent Function
345(2)
Inverse Trigonometric Functions
347(5)
Trigonometric Identities and Equations
352(20)
Trigonometric Identities
352(3)
Solving Trigonometric Equations
355(5)
Sum and Difference Identities
360(5)
Double-Angle Identities
365(3)
Half Angle Identities
368(4)
Laws of Sines and Cosines
372(22)
Area of Triangle
372(2)
The Law of Sines
374(8)
The Ambiguous Case
382(5)
The Law of Cosines
387(4)
Parallelogram of Forces
391(3)
ANSWERS AND SOLUTION HINTS 394(24)
GLOSSARY OF MATH B TERMS 418(9)
APPENDIX THE MATH B REGENTS EXAMINATION 427(28)
Recent Regents Examinations with Answers
429(26)
Index 455
Preface v
How to Use This Book 1(3)
Getting Acquainted with Math B 4(5)
Ten Test-Taking Tips 9(11)
Know What to Expect on Test Day
Avoid Last-Minute Studying
Be Well Rested and Come Prepared on Test Day
Know How to Use Your Calculator
Know When to Use Your Calculator
Have a Plan for Budgeting Your Time
Make Your Answers Easy to Read
Answer the Question That Is Asked
Take Advantage of Multiple-Choice Questions
Don't Omit Any Questions
Graphing Calculator Skills 20(10)
Performing Calculations
Graphing Functions and Setting Windows
Creating Tables
Finding Intersection Points
Finding x-Intercepts
Graphing Trigonometric Functions
Calculating Standard Deviation
Fitting a Regression Line to Data
Formulas 30(6)
Some Key Math B Facts and Skills 36(99)
Glossary of Terms 135(16)
Regents Examinations, Answers, and Self Analysis Charts 151(1)
Sample Test Math B
152(31)
Examination June 2001 Math B
183(34)
Examination August 2001 Math B
217(29)
Examination January 2002 Math B
246

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