SAT Score Calculator

Understanding Your SAT Score Conversion

The SAT, administered by the College Board, has transitioned to a digital format, bringing changes to its structure and administration. However, the fundamental scoring scale remains the same: a total score ranging from 400 to 1600. This total score is the sum of your scores on the two main sections: Math, and Evidence-Based Reading and Writing (EBRW), each scored on a scale of 200 to 800.

When you take the SAT, your performance is initially measured as a "raw score." Your raw score is simply the number of questions you answer correctly. Since there is no penalty for guessing, you do not lose points for incorrect answers or questions left blank. The maximum possible raw score for the Math section is 44, and for the EBRW section, it is 54.

From Raw Score to Scaled Score

The core function of an SAT score calculator is to translate these raw scores into the final scaled scores (200-800) that colleges see. This conversion is not a simple percentage calculation. Instead, the College Board uses a complex statistical process called "equating."

Equating ensures that a specific score, say a 700 in Math, represents the same level of ability across different test dates and different versions (or "forms") of the test. Because no two test forms are exactly identical in difficulty, equating adjusts for these slight variations. If a particular test form is slightly more difficult than average, the conversion table will be slightly more forgiving, allowing you to miss more questions and still achieve a high score. Conversely, an easier form will have a stricter conversion table.

Because the conversion table changes slightly for every single test administration, any third-party calculator—including this one—provides an estimate based on historical data and released practice tests. Our calculator uses aggregate conversion data from official College Board digital practice tests to provide the most accurate possible projection of your final score.

The Digital SAT: Multistage Adaptive Testing

The most significant change with the introduction of the Digital SAT is the shift to a multistage adaptive testing format. Both the Math and EBRW sections are divided into two distinct "modules."

• Module 1: You will first complete a routing module containing a mix of easy, medium, and hard questions. Your performance on this module determines the difficulty of the questions you will see in the next stage.
• Module 2: Depending on how well you did in Module 1, you will be routed to either an easier or a more difficult Module 2.

This adaptive model means that your final scaled score is not just based on how many questions you answered correctly, but also which questions you answered correctly, specifically the difficulty level of the questions in your second module. Students routed to the easier second module will have a cap on their maximum possible score for that section, even if they answer every question in the second module correctly.

Because of this adaptive nature, calculating an exact score based solely on a single raw number is more complex than in the paper-and-pencil era. However, using practice test conversion tables still provides an excellent benchmark and a highly reliable estimate for your target scores.

Understanding Score Percentiles

Beyond the raw and scaled scores, your SAT score report will also include percentile rankings. Percentiles are crucial for understanding how your performance compares to that of other test-takers.

For example, if your total score of 1200 places you in the 74th percentile, this means you scored equal to or higher than 74% of a nationally representative sample of students who took the SAT. Percentiles help college admissions officers contextualize your score within the broader applicant pool.

Generally, a score around 1050 represents the national average (roughly the 50th percentile). As you move higher up the scale, each additional 10 or 20 points represents a smaller and more competitive group of students. A score of 1500 or above typically places a student in the 98th or 99th percentile, making them highly competitive for the most selective universities in the country.