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Preface | ||
About the Authors | ||
Introduction | 1 | |
I | About the SAT I | 4 |
Format of the SAT I | 4 | |
The Mathematics Section of the SAT I | 5 | |
Calculator Use on the SAT I - Reasoning Test | 6 | |
Student-Produced Response Questions | 7 | |
II | Advising Students on Test Taking | 8 |
Preparation | 8 | |
Test-Taking Procedures | 8 | |
To Guess or Not to Guess | 9 | |
III | Nonroutine Mathematics Topics to Strengthen Students' Problem-Solving Abilities | 11 |
Using Proportional Relationships to Solve Problems | 12 | |
Simplifying the Procedure to Solve an Equation | 13 | |
Comparing Areas of Similar Figures | 13 | |
Work Problems | 14 | |
Averaging Rates | 15 | |
Finding Areas of "Nameless" Geometric Figures | 17 | |
Likelihood Problems | 18 | |
Successive Discounts | 19 | |
Clock Problems | 20 | |
Sequence Problems | 22 | |
Counting Problems | 24 | |
Comparing Fractions | 25 | |
IV | Specific Problem-Solving Strategies | 27 |
Strategy 1: Working Backwards | 27 | |
Strategy 2: Finding a Pattern | 30 | |
Strategy 3: Adopting a Different Point of View | 38 | |
Strategy 4: Solve a Simpler, Analogous Problem | 48 | |
Strategy 5: Using Extreme Cases | 54 | |
Strategy 6: Visual Representation | 57 | |
Strategy 7: Intelligent Guessing and Testing | 61 | |
Strategy 8: Accounting for All Possibilities | 67 | |
Strategy 9: Organizing Data | 72 | |
Strategy 10: Deductive Reasoning | 78 | |
Appendix: Review of Mathematical Principles | 85 | |
Rules for Divisibility | 85 | |
Order of Operations | 87 | |
A Brief Review of Fractions, Decimal Fractions, and Percents | 88 | |
Percentage Problems | 92 | |
A Brief Review of Some Essentials of Algebra | 93 | |
A Brief Review of Some Essentials of Probability | 107 | |
A Brief Review of Some Essentials of Geometry | 109 |
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