Secrets of SAT Math equips students with strategic problem-solving techniques to maximize their scores. Through targeted practice and insightful shortcuts, students will gain confidence and proficiency in tackling a wide range of SAT math questions. By the end of this course, students will be able to identify patterns, apply efficient methods, and avoid common pitfalls, transforming their test-taking approach.

Test-Taking Strategies

• Time management – Learn to pace yourself effectively and allocate time strategically to different question types.
• Error avoidance – Identify common mistakes and develop techniques to minimize errors under pressure.
• Process of elimination – Master the art of narrowing down answer choices and increasing your odds of success, even when unsure of the direct solution.

Core Mathematical Concepts

• Arithmetic and number properties – Review foundational concepts like integers, fractions, decimals, percentages, and ratios.
• Algebra – Master linear equations, inequalities, systems of equations, functions, and polynomials— including factoring and the quadratic formula.
• Geometry – Understand lines, angles, triangles, circles, and 3D shapes, and theorems, including area, volume, and Pythagorean Theorem.

Problem-Solving Techniques

• Backsolving – Using answer choices to work backward and find the correct solution.
• Plugging in – Substituting values for variables to simplify complex problems.
• Pattern recognition – Identifying recurring patterns and applying them to solve problems quickly.

Data Analysis and Probability

• Statistics – Calculate mean, median, mode, standard deviation, and interpret data from tables and graphs.
• Probability – Understand basic probability concepts and solve probability problems involving independent and dependent events.

Advanced Topics

• Quadratic equations – Solve quadratic equations using factoring, completing the square, and the quadratic formula.
• Functions – Analyze and interpret linear, quadratic, and exponential functions.
• Geometry – Deep dive into angle relationships, similarity, congruence, and trigonometric ratios.

Calculator Strategies

• Efficient use of the calculator – Learn how to utilize the calculator effectively for complex calculations and problem-solving.
• Graphing functions – Use the calculator to graph functions and analyze their properties.
• Statistical calculations – Perform statistical calculations quickly and accurately using the calculator's built-in functions.