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What math is on the PSAT: the 44 questions in two 35-minute modules, the four content domains with question counts from the College Board's student guide (algebra, advanced math, problem-solving and data analysis, geometry and trigonometry), the built-in Desmos calculator, the adaptive modules, the 160 to 760 score, and how to prepare, with a printable

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Article 404 Β· USA

Parents and 10th graders ask what math is on the PSAT because the score decides National Merit eligibility a year before the SAT, and because the College Board's own answer is scattered across several pages. Those pages, and the Fall 2026 Student Guide, are the source for this one; the question counts are the College Board's.

Download the PSAT math sheet (PDF) (the structure, the four domains with counts and topics, the calculator rules and a topic-by-topic preparation checklist; two pages, free).

The structure

PSAT/NMSQT Math
Questions 44, in two modules of 22 (20 operational and 2 pretest each)
Time 35 minutes a module, 70 minutes in all, about 1 minute 35 seconds a question
Order Within each module from easiest to hardest; the second module adapts to the first
Formats Multiple choice with four options, and student-produced responses typed in
Context About 30 percent of questions are word problems set in science, social studies or real-world contexts; some carry a graphic
Calculator The built-in Desmos calculator (scientific and graphing) for the whole section; an approved handheld may be brought
Score 160 to 760 for the section; the whole test 320 to 1520

The PSAT/NMSQT as a whole takes 2 hours 14 minutes: Reading and Writing first (54 questions in two 32-minute modules), then Math.

The four domains, with the College Board's question counts

Domain Questions Topics
Algebra 13 to 15 Linear equations in one and two variables, linear functions, systems of two linear equations, linear inequalities
Advanced Math 12 to 14 Equivalent expressions; nonlinear equations in one variable and systems; nonlinear functions: absolute value, quadratic, exponential, polynomial, rational, radical
Problem-Solving and Data Analysis 7 to 9 Ratios, rates, proportional relationships and units; percentages; one- and two-variable data; probability; sample statistics and margin of error; evaluating statistical claims
Geometry and Trigonometry 4 to 6 Area and volume; lines, angles and triangles; right-triangle trigonometry; circles

So about 60 percent of the section is algebra of one kind or another (Algebra and Advanced Math together, 25 to 29 questions), about a fifth is problem-solving and data, and geometry and trigonometry is the smallest part, four to six questions. A student who is secure with linear and quadratic equations, functions and their graphs, and systems has most of the test; the data domain adds percentages, ratios and reading tables and graphs; the geometry is area, volume, angle facts, similar triangles, the Pythagorean theorem, SOH-CAH-TOA and circle equations.

What each domain asks, in practice

Algebra. Solve and build linear equations and inequalities in one and two variables; interpret slope and intercept in context; solve systems of two linear equations and say how many solutions a system has; read and write linear functions from tables and graphs.

Advanced Math. Rewrite expressions (factoring, completing the square, exponent rules); solve quadratics by factoring, formula and graph; interpret the vertex and intercepts; exponential growth and decay; polynomial and rational expressions; radical and absolute-value equations; systems with one nonlinear equation.

Problem-Solving and Data Analysis. Ratios, rates, proportions and unit conversions; percent change; mean, median, range and standard deviation in words; reading scatterplots, two-way tables and histograms; probability from a table; margin of error and what a sample can and cannot conclude.

Geometry and Trigonometry. Area and volume of standard figures; parallel lines and angle relationships; triangle congruence and similarity; right-triangle trigonometry; the equation of a circle and arc and sector measures.

How to prepare

  1. Take an official practice test in Bluebook (the College Board's app; the practice tests are free) with the built-in calculator, and sort the wrong answers by domain.
  2. Algebra and Advanced Math first, because they are more than half the questions and because the gaps there are specific: linear systems, quadratics, exponents, function graphs.
  3. Learn the calculator. Desmos graphs an equation in a second; a student who can graph both sides of an equation and read the intersection has a method for many questions.
  4. Student-produced responses: practise typing fractions and decimals correctly and checking the answer is in the asked-for form.
  5. Pace by module: 35 minutes for 22 questions, hardest last; it is fine to skip and return within a module, not across modules.

The PSAT 10 in spring and the PSAT 8/9 have the same domains with lower ceilings; the SAT the following year is the same section at full strength. The average PSAT scores page has what the resulting score means and the National Merit cutoffs; the ACT sections page has the other college test's mathematics for comparison.

Download the PSAT math sheet (PDF) (the structure, the domains, the calculator rules and the checklist; two pages, free).

Where to get help

A 1-on-1 online class with a tutor who holds a master's degree and teaches the US curriculum from Grade 1 number work to AP Calculus, chemistry and physics, at 7 am before school, after 4 pm and on weekend mornings, US time, for US$10 to $13 an hour: the report read together in the free 30-minute first class, the domain or the skill the score is really pointing at found, and the term spent on exactly that, with the method written out the way the school marks it. How online tutoring from India to the USA works, or the 1-on-1 online tutoring page.

Sources: College Board, PSAT/NMSQT Math Section (44 questions evenly divided between two modules of 35 minutes; easiest to hardest within a module; the four content domains and what each measures; about 30 percent in context; informational graphics); College Board, How the PSAT/NMSQT Is Structured (2 hours 14 minutes; Reading and Writing 54 questions in 64 minutes, Math 44 in 70); College Board, Fall 2026 PSAT/NMSQT Student Guide (the domain question counts of 13-15, 12-14, 7-9 and 4-6; 20 operational and 2 pretest questions a module; the built-in Desmos calculator and the calculator policy; student-produced responses; section scores 160-760). Fetched 11 November 2026.

Questions parents ask

1What math is on the PSAT?
Four content domains, by the College Board's own counts: Algebra, 13 to 15 of the 44 questions (linear equations, linear functions, systems, linear inequalities); Advanced Math, 12 to 14 (equivalent expressions, nonlinear equations and systems, quadratic, exponential, polynomial, rational, radical and absolute-value functions); Problem-Solving and Data Analysis, 7 to 9 (ratios, rates, percentages, data, probability, statistics); and Geometry and Trigonometry, 4 to 6 (area and volume, lines, angles, triangles, right-triangle trigonometry, circles).
2How many math questions are on the PSAT and how long is it?
44 questions in two modules of 22, each module 35 minutes, 70 minutes in all, about 1 minute 35 seconds a question. Each module has 20 operational and 2 pretest questions, and within a module the questions run from easiest to hardest. The whole PSAT/NMSQT is 2 hours 14 minutes: Reading and Writing (54 questions, 64 minutes) then Math.
3Can you use a calculator on the PSAT math?
Yes, on the whole section. The Bluebook testing app has a built-in Desmos calculator, scientific and graphing, that can be toggled at any point, and a student may also bring an acceptable handheld calculator under the PSAT/NMSQT calculator policy.
4Is the PSAT math adaptive?
Yes, by module: the second module's difficulty depends on how the student did in the first. The score is computed from the questions answered and their difficulty, not from the raw count, and reported on the 160 to 760 Math section scale.
5What is the difference between PSAT math and SAT math?
The same four domains and the same digital, two-module, calculator-allowed format; the PSAT/NMSQT is slightly easier and its scale tops out at 760 rather than 800 because it is built for 10th and 11th graders. Preparing for one is preparing for the other.

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