SAT SAT-Mathematics Actual Free Exam Questions & Community Discussion

  • Exam Code/Number: SAT-Mathematics
  • Exam Name/Title: Section Two : Mathematics
  • Certification Provider: SAT
  • Corresponding Certification: SAT Certification
  • Exam Questions: 160
  • Updated On: Jul 05, 2026
What is the tenth term of the sequence: 5, 15, 45, 135 . . . ?
Correct Answer: B Vote an answer
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If a number is chosen at random from a set that contains only the whole number factors of 24, what is the
probability that the number is either a multiple of four or a multiple of six?
Correct Answer:
5/8
Explanation/Reference:
The set of whole number factors of 24 is {1, 2, 3, 4, 6, 8, 12, 24}. Of these numbers, four (4, 8, 12, 24) are
multiples of four and three (6, 12, 24) are multiples of six. Be sure not to count 12 and 24 twice-there are
five numbers out of the eight factors of 24 that are a multiple of either four or six. Therefore, the probability
of selecting one of these numbers is5/8.

Balloons are sold according to the chart above. If a customer buys one balloon at a time, the cost is $1.00
per balloon. If a customer buys ten balloons at a time, the cost is $0.90 per balloon. If Carlos wants to buy
2 ,000 balloons, how much money does he save by buying 1,000 balloons at a time rather than ten
balloons at a time?
Correct Answer: D Vote an answer
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A music store offers customized guitars. A buyer has four choices for the neck of the guitar, two choices
for the body of the guitar, and six choices for the color of the guitar. The music store offers
Correct Answer: D Vote an answer
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If 3x-y=2 and 2y-3x-8, which of the following is equal to x/y?
Correct Answer: A Vote an answer
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When x= 3, the expression 2x2 + 3x 7 =
Correct Answer: C Vote an answer
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if

Correct Answer: B Vote an answer
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The ratio of the number of linear units in the circumference of a circle to the number of square units in the
area of that circle is 2:5.What is the radius of the circle?
Correct Answer:
5
Explanation/Reference:
The circumference of a circle = 2(Pi)r and the area of a circle = (Pi)r2. If the ratio of the number of linear units
in the circumference to the number of square units in the area is 2:5, then five times the circumference is
equal to twice the area:

The radius of the circle is equal to 5.
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