SAT® Math Lessons and Test Preparation
A complete review of Digital SAT® Math in one course. It covers all four SAT® Math domains: Algebra (linear equations, systems, and inequalities), Problem-Solving and Data Analysis (ratios, percentages, and statistics), Advanced Math (functions, quadratics, exponents, and exponential models), and Geometry and Trigonometry. You also get an SAT® strategy lesson on backsolving and plugging in numbers. Every topic uses plain language, graphs and diagrams, and SAT®-style multiple-choice practice with full worked solutions and pro tips.
📚 Course Curriculum
Linear equations are the backbone of SAT® Algebra, the largest math domain on the test. A linear equation graphs as a straight line and is …
Open trial session →A system is two equations with two variables. The solution is the pair \((x, y)\) that makes both equations true — graphically, the point where …
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An inequality uses \(<\), \(>\), \(\le\), or \(\ge\) instead of \(=\), and its solution is a range of values rather than a single number. [[figure:number_line_ineq …
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This is the heart of SAT® Problem-Solving and Data Analysis. A ratio compares quantities; a proportion sets two ratios equal. Solve proportions by cross-multiplying: \(\dfrac{3}{4} …
Open trial session →The SAT® asks you to read graphs and tables and to summarize data with a few key statistics. [[figure:scatter_trend A line of best fit summarizes …
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A function is a rule that gives exactly one output for each input. Function notation \(f(x)\) just means 'the output for input \(x\)'. To evaluate, …
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Exponents are repeated multiplication. The rules the SAT® uses most:. Multiply like bases: add exponents — \(2^3 \cdot 2^4 = 2^{7} = 128\). Divide like …
Open trial session →Geometry and Trigonometry is a smaller SAT® domain, but a few formulas cover most of it. [[figure:pythagorean_triangle In a right triangle, the squares of the …
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On the SAT®, the fastest route to a right answer is not always algebra. Because the math is multiple choice, two strategies turn hard problems …
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Course Syllabus
This self-paced SAT® Math course follows a 9-lesson sequence. Work through the modules in order so that each skill supports the next.
Course sequence
Module 1 - Lessons 1-3
- Linear Equations & Slope
- Systems of Linear Equations
- Linear Inequalities & Absolute Value
Module 2 - Lessons 4-6
- Ratios, Proportions & Percentages
- Data Analysis & Statistics
- Functions & Quadratics
Module 3 - Lessons 7-9
- Exponents, Radicals & Exponential Models
- Geometry & Trigonometry
- SAT® Math Strategy: Backsolve & Plug In
Practice and completion
- Use worked examples and lesson practice to check understanding after each module.
- Review incorrect answers, explain the correction, and repeat weak skills.
- Complete the available mixed or final course practice to demonstrate readiness.
Course Outcomes
By the end of this course, learners will be able to:
- Explain and apply the mathematical ideas in Linear Equations & Slope.
- Solve multi-step problems involving Linear Inequalities & Absolute Value and show a clear method.
- Interpret representations and check the reasonableness of work involving Data Analysis & Statistics.
- Choose efficient strategies for unfamiliar questions related to Exponents, Radicals & Exponential Models.
- Combine skills from SAT® Math Strategy: Backsolve & Plug In with earlier topics in mixed practice.
- Use feedback and answer explanations to diagnose and correct mistakes.
- Complete mixed, exam-style practice with clearer reasoning and greater independence.
📝 Practice Questions
35 interactive questions with instant feedback and explanations.
Enroll for free to unlock the full practice bank after the trial sessions.