SAT Practice Test 3 Math Tests

SAT Practice Test 3 Math Tests

SAT Practice Test 3 focuses on math skills essential for success on the SAT exam. It includes a variety of math problems designed to assess students' understanding of algebra, geometry, and data analysis. With a total of 38 questions, this practice test helps students prepare effectively for the math section of the SAT. Ideal for high school students aiming to improve their test scores, it provides a realistic testing experience. Detailed answer explanations are included to enhance learning and comprehension.

Key Points

  • Includes 38 math questions covering algebra, geometry, and data analysis.
  • Designed for high school students preparing for the SAT exam.
  • Offers detailed answer explanations for each question to aid understanding.
  • Helps students practice time management and test-taking strategies.
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IMPORTANT REMINDERS
SAT
®
Practice Test #3
a no. 2 pencil is required for the test.
do not use a mechanical pencil or pen.
sharing any questions with anyone
is a violation of test security
and Fairness policies and may result
in your scores being canceled.
THIS TEST BOOK MUST NOT BE TAKEN FROM THE ROOM. UNAUTHORIZED
REPRODUCTION OR USE OF ANY PART OF THIS TEST BOOK IS PROHIBITED.
this cover is representative of what you’ll see on test day.
© 2015 The College Board. College Board, SAT, and the acorn logo are registered trademarks of the College Board.
Math Tests
Math Test – No Calculator
25 MINUTES, 20 QUESTIONS
Turn to Section 3 of your answer sheet to answer the questions in this section.
33
Unauthorized copying or reuse of any part of this page is illegal.
CONTINUE
For questions 1-15, solve each problem, choose the best answer from the choices
provided, and fill in the corresponding circle on your answer sheet. For questions 16-20,
solve the problem and enter your answer in the grid on the answer sheet. Please refer to
the directions before question 16 on how to enter your answers in the grid. You may use
any available space in your test booklet for scratch work.
1. The use of a calculator is not permitted.
2. All variables and expressions used represent real numbers unless otherwise indicated.
3. Figures provided in this test are drawn to scale unless otherwise indicated.
4. All figures lie in a plane unless otherwise indicated.
5. Unless otherwise indicated, the domain of a given function f is the set of all real numbers x for
which f (x) is a real number.
r
r
r
r
w
w
w
h
h
h
h
h
b
c
a
b
A =
w
V =
wh
A = bh
A = pr
2
V = pr
2
h
c
2
= a
2
+ b
2
Special Right Triangles
C = 2pr
1
2
V = pr
3
4
3
V = pr
2
h
1
3
V = wh
1
3
30°
60°
45°
45°
2x
x
s
s
x√3
s√2
The number of degrees of arc in a circle is 360.
The number of radians of arc in a circle is 2p.
The sum of the measures in degrees of the angles of a triangle is 180.
32
1
A painter will paint n walls with the same size and
shape in a building using a specific brand of paint.
The painter’s fee can be calculated by the expression
nK hA
, where n is the number of walls, K is a
constant with units of dollars per square foot,
A
is
the length of each wall in feet, and h is the height of
each wall in feet. If the customer asks the painter to
use a more expensive brand of paint, which of the
factors in the expression would change?
A)
h
B)
A
C)
K
D)
n
2
If
r3=18
, what is the value of
r6+3
?
A) 6
B) 27
C) 36
D) 39
3
Which of the following is equal to
a
2
3
, for all values
of a ?
A)
a
1
3
B)
a
3
C)
a
1
2
3
D)
a
23
4
The number of states that joined the United States
between 1776 and 1849 is twice the number of states
that joined between 1850 and 1900. If 30 states
joined the United States between 1776 and 1849 and
x states joined between 1850 and 1900, which of the
following equations is true?
A)
x30 = 2
B)
x2=30
C)
x
2
=30
D)
x +30=2
33
Unauthorized copying or reuse of any part of this page is illegal.
CONTINUE
...............................................................................................................................................................................................................................................................................................................
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FAQs of SAT Practice Test 3 Math Tests

What types of math problems are included in SAT Practice Test 3?
SAT Practice Test 3 includes a range of math problems that cover key areas such as algebra, geometry, and data analysis. Students will encounter questions that require them to solve equations, interpret graphs, and apply mathematical concepts to real-world scenarios. The variety of question types reflects the format of the actual SAT, helping students familiarize themselves with the test structure and question styles. This practice is crucial for building confidence and improving problem-solving skills.
How can students use SAT Practice Test 3 to improve their scores?
Students can use SAT Practice Test 3 to identify their strengths and weaknesses in math. By working through the problems and reviewing the detailed answer explanations, they can learn effective strategies for tackling similar questions on the actual SAT. Additionally, timed practice helps students develop pacing skills, ensuring they can complete the test within the allotted time. Regular practice with this test can lead to improved performance and higher scores on the SAT.
What is the format of the math questions in SAT Practice Test 3?
The math questions in SAT Practice Test 3 are formatted similarly to those found on the actual SAT. This includes multiple-choice questions as well as grid-in answers, where students must solve problems and enter their responses in a grid format. The test assesses a variety of skills, including numerical reasoning, problem-solving, and the ability to interpret mathematical information. Familiarity with this format is essential for success on the SAT.
Is there a specific focus on any math topics in SAT Practice Test 3?
Yes, SAT Practice Test 3 emphasizes key math topics that are frequently tested on the SAT. These include linear equations, systems of equations, functions, ratios, percentages, and basic geometry concepts. By focusing on these areas, students can ensure they are well-prepared for the types of questions they will encounter on the actual exam. Mastery of these topics is crucial for achieving a competitive score.

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