The Digital SAT Math section is one of the two main sections of the SAT, along with the Reading and Writing section. The Math section of the digital SAT Suite assessments is designed to measure students’ attainment of critical college and career readiness knowledge and skills in math.
The digital SAT Suite Math section focuses on key elements of algebra, advanced math, problemsolving and data analysis, and geometry and trigonometry that evidence identifies as necessary for college and career readiness and success. Over the course of the Math section, students answer multiple choice and student-produced response (SPR) questions that measure their fluency with, understanding of, and ability to apply the math concepts, skills, and practices that are most essential for readiness for entry-level postsecondary work.
In this article, we will give you an overview of the Digital SAT Math section, its structure, content, question types, scoring system, and preparation tips. We will also tell you how ALLEN Global, the leading study-abroad platform that assists students in preparing for the admission process of top international universities, can help you ace the Digital SAT Math section with its specialized course.
Questions on the Math section represent one of four content domains:
Algebra: Measures the ability to analyze, fluently solve, and create linear equations and inequalities as well as analyze and fluently solve equations and systems of equations using multiple techniques.
Advanced Math: Measures skills and knowledge central for progression to more advanced math courses, including demonstrating an understanding of absolute value, quadratic, exponential, polynomial, rational, radical, and other nonlinear equations.
Problem-Solving and Data Analysis: Measures the ability to apply quantitative reasoning about ratios, rates, and proportional relationships; understand and apply unit rate; and analyze and interpret one- and two-variable data.
Geometry and Trigonometry: Measures the ability to solve problems that focus on area and volume; angles, triangles, and trigonometry; and circles.
Questions from all four content domains appear in each test module. Across each module, questions are arranged from easiest to hardest, allowing each test taker the best opportunity to demonstrate what they know and can do. The table below provides an overview of the question distribution by content domain.
| Content Domain | Domain Description | Skill Testing Points | Operational Question Distribution |
| Algebra | Students will analyze, fluently solve, and create linear equations and inequalities as well as analyze and fluently solve equations and systems of equations using multiple techniques. | -Linear equations in one variable -Linear equations in two variables -Linear functions -Systems of two linear equations in two variables -Linear inequalities in one or two variables |
≈35% /
13-15 questions |
| Advanced Math | Students will demonstrate the ability to progress to more advanced math courses, including demonstrating an understanding of absolute value, quadratic, exponential, polynomial, rational, radical, and other nonlinear equations. | -Equivalent expressions -Nonlinear equations in one variable and systems of equations in two variables -Nonlinear functions |
≈35% /
13-15 questions |
| ProblemSolving and
Data Analysis |
Students will apply quantitative reasoning about ratios, rates, and proportional relationships; understand and apply unit rate; and analyze and interpret one- and two-variable data. | -Ratios, rates, proportional relationships, and units -Percentages -One-variable data: distributions and measures of center and spread -Two-variable data: models and scatterplots -Probability and conditional probability -Inference from sample statistics and margin of error -Evaluating statistical claims: observational studies and experiments |
≈15% /
5-7 questions |
| Geometry and
Trigonometry |
Students will solve problems that focus on area and volume; angles, triangles, and trigonometry; and circles. | -Area and volume -Lines, angles, and triangles -Right triangles and trigonometry -Circles |
≈15% /
5-7 questions |
ALLEN Global stands out as the premier study-abroad platform, guiding students through the admission process of prestigious international universities. Supported by a team of experienced educators, counselors, and mentors, ALLEN Global offers comprehensive assistance to students at every stage, from selecting the ideal course and university to navigating the application and admission procedures.
Moreover, ALLEN Global provides specialized Digital SAT course tailored to equip students with the necessary knowledge and skills to excel in the test. The course include:
In-depth Curriculum: ALLEN Global’s Digital SAT course cover all topics and concepts tested on the Digital SAT, including reading comprehension, grammar, vocabulary, algebra, geometry, data analysis, and essay writing. The courses feature practice tests and quizzes that mirror the format and environment of the actual test.
Personalized Guidance: ALLEN Global’s Digital SAT course are personalized to meet the individual needs and goals of each student. Through live online classes, students have the opportunity to interact with instructors and peers, receiving real-time feedback and clarification of doubts. Additionally, one-on-one sessions provide tailored attention and guidance.
Adaptive Learning Approach: ALLEN Global’s Digital SAT course employs adaptive learning methodologies, adjusting the pace and complexity of lessons based on students’ progress and performance. This adaptive approach enables students to learn at their own pace and focus on areas where they need improvement.
Progress Monitoring: ALLEN Global’s Digital SAT course offers detailed reports and analytics on student performance and progress. Additionally, they provide valuable insights and strategies to help students improve their scores and avoid common mistakes.
For students aspiring to excel in the Digital SAT and gain admission to top international universities, enrolling in ALLEN Global’s Digital SAT course is the ideal choice. For more information about the course, please click here.
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