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Updated: Sep 18, 2026

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SAT-Mathematics Practice Q&A's

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SAT SAT-Mathematics Exam Overview:

Certification Vendor:College Board
Exam Name:SAT Section 2: Mathematics
Exam Number:SAT-MATH (Digital SAT Section 2)
Exam Duration:70 minutes
Related Certifications:AP Exams (College Board)
PSAT/NMSQT
Certificate Validity Period:Indefinite (commonly accepted by institutions for ~5 years)
Passing Score:No fixed passing score (Math section scored 200–800 within total 400–1600 SAT score)
Exam Format:Digital adaptive testing, Student-Produced Response (Grid-in), Multiple Choice
Available Languages:English
Exam Price:US$60 (base registration fee; international fees vary)
Real Exam Qty:44
Recommended Training:College Board SAT Practice
Khan Academy Official SAT Practice
Exam Registration:Official SAT Registration
Sample Questions:SAT SAT-Mathematics Sample Questions
Exam Way:Digital exam at test centers (and selected school-day administrations where available)
Pre Condition:No formal prerequisites; intended for high school students applying to undergraduate programs
Official Syllabus URL:https://satsuite.collegeboard.org/sat

SAT SAT-Mathematics Exam Syllabus Topics:

SectionWeightObjectives
Algebra35%- Linear equations and inequalities
  • 1. One-variable equations
    • 2. Systems of linear equations
      Geometry and Trigonometry15%- Geometric and trigonometric relationships
      • 1. Basic trigonometric functions
        • 2. Triangles and circles
          Problem-Solving and Data Analysis15%- Data interpretation
          • 1. Ratios, percentages, and proportions
            • 2. Statistical reasoning
              Advanced Math35%- Nonlinear expressions and equations
              • 1. Polynomial manipulation
                • 2. Quadratic functions

                  SAT Section Two : Mathematics Sample Questions:

                  Question #1

                  If -6b + 2a - 25 = 5 and a/b + 6 = 4, what is the value of (b/a)2?

                  Reveal Solution  Discussion  0

                  Correct Answer:

                  1/4
                  Explanation/Reference:
                  Solve-6b + 2a - 25 = 25for a in terms ofb: -6b + 2a - 25 = 5, -3b + a = 15, a = 15+3b. Substitute a in terms

                  of b into the second equation: Substitute b into
                  the first equation to find the value ofa: -6b + 2a - 25 = 5, -6(-3) 2a - 25 = 5, 18+2a = 30, 2a = 12, a = 6.

                  Finally,

                  Question #2

                  If ab/c = d, and a and c are doubled, what happens to the value of d?

                  • A. The value of d is halved.
                  • B. The value of d is doubled.
                  • C. The value of d is four times greater.
                  • D. The value of d remains the same.
                  • E. The value of d is four times smaller.
                  Reveal Solution  Discussion  0

                  Correct Answer: D  🗳️

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                  Question #3

                  The number p is greater than 0, a multiple of 6, and a factor of 180. How many possibilities are there for
                  the value of p?

                  • A. 9
                  • B. 8
                  • C. 10
                  • D. 11
                  • E. 7
                  Reveal Solution  Discussion  0

                  Correct Answer: B  🗳️

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                  Question #4

                  If 40% of j is equal to 50% of k, then j is

                  • A. 20% larger than k.
                  • B. 25% larger than k.
                  • C. 15% larger than k.
                  • D. 80% larger than k.
                  • E. 10% larger than k.
                  Reveal Solution  Discussion  0

                  Correct Answer: B  🗳️

                  Explanation: Only visible for PracticeMaterial members. You can sign-up / login (it's free).

                  Question #5


                  In the diagram above, angle A is congruent to angle BED, and angle C is congruent to angle D.
                  If the ratio of the length of AB to the length of EB is 5:1, and the area of triangle BED = 5 + 10, what is area of triangle
                  ABC?

                  • A. cannot be determined
                  • B. 25a2+ 50
                  • C. 125a2+ 250
                  • D. 5a2+ 10
                  • E. 25a2+ 100
                  Reveal Solution  Discussion  0

                  Correct Answer: C  🗳️

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