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Let's review, This major revision prepares students to succeed on the New York State Math A Regents Exam as it is now given. The book places increased emphasis on use of the graphing calculator, and in line with New York State Regents core curriculum, it shows how give, Let's review has a rating of 3 stars
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Let's review, This major revision prepares students to succeed on the New York State Math A Regents Exam as it is now given. The book places increased emphasis on use of the graphing calculator, and in line with New York State Regents core curriculum, it shows how give, Let's review
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  • Let's review
  • Written by author Lawrence S. Leff
  • Published by Hauppauge, N.Y. : Barron's, 2003., 2003/01/01
  • This major revision prepares students to succeed on the New York State Math A Regents Exam as it is now given. The book places increased emphasis on use of the graphing calculator, and in line with New York State Regents core curriculum, it shows how give
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Preface vii
Unit 1 Mathematical Reasoning 1
Chapter 1 Workings With Numbers and Variables 1
1.1 Algebraic Terms and Symbols 1
1.2 Properties of Real Numbers 7
1.3 Exponents and Scientific Notation 13
1.4 Order of Operations 17
1.5 Translating Between English and Algebra 20
Chapter 2 Linear Equations and Inequalities 24
2.1 Solving One-Step Equations 24
2.2 Solving Multistep Equations 27
2.3 Solving Equations with Like Terms 33
2.4 Solving Percent Problems 40
2.5 Working with Formulas 46
2.6 Ratio and Proportion 53
2.7 Solving Inequalities 59
Chapter 3 Problem Solving and Logical Reasoning 65
3.1 Problem-Solving Strategies 65
3.2 Solving Motion Problems 80
3.3 Solving Problems in Different Ways 84
3.4 Venn Diagrams and Counting 89
3.5 Connecting Two Statements 92
3.6 Combined Inequalities 98
Unit 2 Geometry 105
Chapter 4 Angles, Lines, and Polygons 105
4.1 Building a Geometry Vocabulary 105
4.2 Special Pairs of Angles 112
4.3 Parallel Lines 116
4.4 Classifying Polygons and Triangles 124
4.5 Triangle Angle Sum 127
4.6 Angles of a Polygon 136
Chapter 5 Congruent Triangles and Special Quadrilaterals 142
5.1 Congruent Triangles 142
5.2 Isosceles Triangles 148
5.3 Inequalities in a Triangle 152
5.4 Parallelograms and Trapezoids 157
5.5 Special Parallelograms 163
Unit 3 Algebraic Methods 171
Chapter 6 Polynomial Arithmetic and Factoring 171
6.1 Classifying and Combining Polynomials 171
6.2 Multiplying and Dividing Polynomials 174
6.3 Factoring Polynomials 180
6.4 Special Factoring Techniques 182
6.5 Solving Quadratic Equations by Factoring 188
6.6 Solving Word Problems 192
Chapter 7 Operations with Algebraic Fractions 199
7.1 Simplifying Algebraic Fractions 199
7.2 Multiplying and Dividing Algebraic Fractions 203
7.3 Converting Units of Measurement 206
7.4 Adding and Subtracting Algebraic Fractions 209
7.5 Solving Equations with Fractions 215
Chapter 8 Radicals and Right Triangles 219
8.1 Square Roots and Real Numbers 219
8.2 Arithmetic Operations with Radicals 224
8.3 The Pythagorean Theorem 228
8.4 Side Relationships in Special Right Triangles 234
Unit 4 Area, Volume, and Measurement 239
Chapter 9 Area, Circumference, and Volume 239
9.1 Areas of Triangles and Special Quadrilaterals 239
9.2 Circumference and Area of a Circle 250
9.3 Areas of Overlapping Figures 256
9.4 Volumes of Circular Solids 260
Chapter 10 Similar Triangles and Trigonometric Ratios 266
10.1 Comparing Sides of Similar Polygons 266
10.2 Right Triangle Trigonometry 272
10.3 Solving Problems Using Trigonometry 279
Unit 5 Graphs and Transformations 287
Chapter 11 Linear Equations and Their Graphs 287
11.1 Coordinates and Area 287
11.2 Midpoint and Distance Formulas 292
11.3 Slope of a Line 296
11.4 Equations of Lines 304
11.5 Graphing Linear Equations 312
11.6 Direct Variation 317
11.7 Using Graphs as Mathematical Models 321
Chapter 12 Points That Satisfy Conditions 328
12.1 Observing Symmetry 328
12.2 Types of Transformations 331
12.3 Transformations in the Coordinate Plane 337
12.4 Simple Locus 343
12.5 Satisfying More Than One Locus Condition 346
Chapter 13 Systems of Linear Equations and Inequalities 352
13.1 Solving Linear Systems Graphically 352
13.2 Solving Linear Systems by Substitution 360
13.3 Solving Linear Systems by Addition 366
Chapter 14 Quadratic Equations and Their Graphs 374
14.1 General Equation of a Circle 374
14.2 Graphing Vertical Parabolas 379
14.3 Learning More About Parabolas 388
14.4 Solving Linear-Quadratic Systems 392
Unit 6 Probability and Statistics 399
Chapter 15 Simple Probability and Statistics 399
15.1 Finding Simple Probabilities 399
15.2 Statistical Measures 405
15.3 Percentiles and Quartiles 410
15.4 Histograms and Stem-and-Leaf Plots 414
15.5 Cumulative Frequency Tables and Histograms 422
Chapter 16 Probability and Counting Methods 430
16.1 Probability of a Compound Event 430
16.2 Probability Formulas 434
16.3 Permutations 441
16.4 Combinations 447
Answers and Solution Hints 456
Glossary of Math a Terms 476
Appendix I Basic Geometric Constructions 484
Appendix II The Math a Regents Exam 492
Recent Regents Examinations with Answers 494
Index 523


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Let's review, This major revision prepares students to succeed on the New York State Math A Regents Exam as it is now given. The book places increased emphasis on use of the graphing calculator, and in line with New York State Regents core curriculum, it shows how give, Let's review

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Let's review, This major revision prepares students to succeed on the New York State Math A Regents Exam as it is now given. The book places increased emphasis on use of the graphing calculator, and in line with New York State Regents core curriculum, it shows how give, Let's review

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Let's review, This major revision prepares students to succeed on the New York State Math A Regents Exam as it is now given. The book places increased emphasis on use of the graphing calculator, and in line with New York State Regents core curriculum, it shows how give, Let's review

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