SAT SAT-Mathematics - Section Two : Mathematics
- Exam Code: SAT-Mathematics
- Exam Name: Section Two : Mathematics
- Updated: Oct 02, 2026
- Q & A: 160 Questions and Answers
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SAT SAT-Mathematics Exam Syllabus Topics:
| Section | Weight | Objectives |
|---|---|---|
| Topic 1: Problem-Solving and Data Analysis | 15% | - Data interpretation
|
| Topic 2: Geometry and Trigonometry | 15% | - Geometric and trigonometric relationships
|
| Topic 3: Advanced Math | 35% | - Nonlinear expressions and equations
|
| Topic 4: Algebra | 35% | - Linear equations and inequalities
|
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 0Correct 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
In the circle above, the measure of angle AOB is 80 degrees and the length of arc AB is 28(Pi) units. What is
the radius of the circle?
Correct Answer:
63
Explanation/Reference:
The size of an intercepted arc is equal to the measure of the intercepting angle divided by360, multiplied
by the circumference of the circle (2(Pi)r, where r is the radius of the circle):
units.
Question #3
An empty crate weighs 8.16 kg and an orange weighs 220 g. If Jon can lift 11,000 g, how many oranges
can he pack in the crate before lifting it onto his truck?
- A. 12
- B. 46
- C. 37
- D. 50
- E. 13
Correct Answer: A 🗳️
Explanation: Only visible for TestPDF members. You can sign-up / login (it's free).
Question #4
The point (2, 1) is the midpoint of a line with endpoints at (5,3) and
- A. (9,1)
- B. (3,4)
- C. (7,1)
- D. (10, 3)
- E. (7,2)
Correct Answer: A 🗳️
Explanation: Only visible for TestPDF members. You can sign-up / login (it's free).
Question #5
Point A of rectangle ABCD is located at (-3, 12) and point C is located at (9,5).What is the area of
rectangle ABCD?
Correct Answer:
84
Explanation/Reference:
If point A is located at (-3,12) and point C is located at (9,5), that means that either point B or point D has
the coordinates (-3,5) and the other has the coordinates (9,12). The difference between the different x
values is 9 - (-3) = 12 and the difference between the different y values is 12 - 5 = 7. The length of the
rectangle is 12 units and the width of the rectangle is seven units. The area of a rectangle is equal to its
length multiplied by its width, so the area of ABCD= (12)(7) = 84 square units.
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