International SAT Test - May 2022
Welcome to the International SAT Test - May 2022, an academic assessment of global significance designed to measure the fundamental skills and knowledge of students aspiring to gain admission to renowned universities and colleges.
This prestigious exam stands out for its rigorous and comprehensive approach, divided into four key parts, each evaluating essential aspects of learning.

After answering each section, you will be able to obtain your score, and immediately after, you can review the answer sheet to find out which ones you missed.
We recommend not consulting the answer sheet before completing your exam. Remember to simulate the real test as much as possible.
International SAT Test - May 2022
First and foremost, we have the "Reading" section, where participants will immerse themselves in diverse passages and texts to test their reading comprehension and ability to analyze and synthesize information.
Students will demonstrate their skills in inferring meanings, identifying arguments, and establishing connections between ideas presented in the provided materials.
Reading Test:
65 minutes, 52 questionsEach passage or pair of passages below is followed by a number of questions. After reading each passage or pair, choose the best answer to each question based on what is stated or implied in the passage or passages and in any accompanying graphics (such as a table or graph).
Question 1: According to the passage, what is Ruth’s initial reaction to encountering the forest of Whaletown?
Writing and Language Test:
35 minutes, 44 questionsEach passage below is accompanied by a number of questions. For some questions, you will consider how the passage might be revised to improve the expression of ideas. For other questions, you will consider how the passage might be edited to correct errors in sentence structure, usage, or punctuation. A passage or a question may be accompanied by one or more graphics (such as a table or graph) that you will consider as you make revising and editing decisions.
Some questions will direct you to an underlined portion of a passage. Other questions will direct you to a location in a passage or ask you to think about the passage as a whole.
After reading each passage, choose the answer to each question that most effectively improves the quality of writing in the passage or that makes the passage conform to the conventions of standard written English. Many questions include a "NO CHANGE" option. Choose that option if you think the best choice is to leave the relevant portion of the passage as it is.
Question 1:
Math Test - No Calculator:
25 minutes, 20 questions
DIRECTIONS: For questions 1-15, solve each problem, choose the best answer from the choices provided, and fill in the corresponding bubble 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.
NOTES: The use of a calculator is not permitted. All variables and expressions used represent real numbers unless otherwise Indicated. Figures provided in this test are drawn to scale unless otherwise indicated. All figures lie in a plane unless otherwise indicated. 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.
The number of degrees of arc in a circle is 360. The number of radians of arc in a circle is 2π. The sum of the measures in degrees of the angles of a triangle is 180.
Question 1: The table shows some values of x and their corresponding values of y. There is a linear relationship between x and y. Which of the following equations represents this relationship ?
See the table: Here!(It will open a new window)
Question 2: The graph of the exponential function f is shown. For what value of x is f(x) = 0?
See the graph: Here!(It will open a new window)
Question 3: X - 6 = 50 What value of x is the solution to the given equation?
Question 4: The function is defined by g(x)= 2x +1. What is the value of g(x) when x=1?
Question 5: The graph shown models the value, in dollars, of an investment account over time, in years, after an original amount is deposited. According to the graph, how many year does it take for the value of the investment account to double ?
See the graph: Here!(It will open a new window)
Question 6: In 1845, a family had $18.00 to purchase flour and bacon for their trip along the Oregon Trail to California. The graph shows the possible combinations of flour and bacon, in hundreds of pounds, they could purchase. Based on the graph, what was the price of 100 pounds of flour?
See the graph: Here!(It will open a new window)
Question 7: rq = ts The given equation relates the distinct positive real numbers q,r,s and t. Which equation correctly expresses t in terms of q r, and s?
Question 8: Which polynomial is equivalent to (x2 + 7)(12x3 - 6)?
Question 9: What is the graph of the equation y = (x + 2)2 - 4?
See the graphs: Here!(It will open a new window)
Question 10: p(x)= (x+1)(x+2)(x+3) If the given function p is graphed in the xy-plane, Where y=p(x), what is an x-intercept of the graph?
Question 11: y=3x+12 One of the two linear equations in a system is given. The system has no solution. Which equation could be the second equation in the system?
Question 12: Which expression is equivalent to sin 50º?
Question 13: Triangle KLM (shown) is similar to triangle RST (not shown). For these triangles ∠R and ∠S correspond to ∠K and ∠L, respectively and RS = 3KL. Which of the following statements is (are) true?
I. The measure of ∠R is 45º
II. ST=60
See the figure: Here!(It will open a new window)
Question 14: Kiara uses her propane grill for an average of 11 hours each week. Her grill can run an average of 18 hours per 20-pound tank. Kiara would like to reduce her weekly expenditure on propane by $5. Assuming propane costs $16 per 20-pound tank, which equation can Kiara use to determine how many fewer average hours, h, she should use her grill each week?
Question 15: Which of the following expressions is equivalent to (2√x - √y)⅖, where x>y and y>0?
See the answers: Here too!(It will open a new window)
Question 16: What is the positive solution to the given equation? 2 I 4-x I +3 I 4-x I =25
Question 17: The function f is defined f(x) = -2x + 8. The x-intercept of the graph of y = f(x) in the xy-plane is (x, 0). What is the value of x?
Question 18: 6x - y = -4 , 9x - y = -3. The solution to the given system of equations is (x,y). What is the value of y?
Question 19: x2 - 3x +1 = 0. One solution to the given equation can be written as 3/2-√n/2, where n is constant. What is the value of n?
Question 20: The measure of angle A is 7/12 π radians greater than the measure of angle B. How much greater is the measure of angle A than the measure of angle B, in degrees ? (Disregard the degree symbol when entering your answer.)
Math Test - Calculator:
55 minutes, 38 questions
DIRECTIONS: For questions 1-30, solve each problem, choose the best answer from the choices provided. For questions 31-38, solve the problem and enter your answer.
NOTES: The use of a calculator is permitted. All variables and expressions used represent real numbers unless otherwise Indicated. Figures provided in this test are drawn to scale unless otherwise indicated. All figures lie in a plane unless otherwise indicated. 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.
Question 1: A school choir has 42 members: 8 freshmen, 11 sophomores, 14 juniors, and 9 seniors. If one member of the choir is selected at random to sing a solo, what is the probability of selecting a senior?
Question 2: An object is kicked from a platform. The equation h = -4.9t2 + 15t+5 represents this situation, where h is the height of the object above ground, in meters, t seconds after it is kicked. Which number represents the height, in meters, of the platform?
Question 3: If m% of 300 is 150, what is m% of 180?
Question 4: Which expression is equivalent to 2x5(x3 + 5x)?
Question 5: If 4x +16 = 24, what is the value of 2x + 8?
Question 6: The given graph shows the relationship between the prices during an online sale> where x is the nonsale price, in dollars, of an item and is the total sale price, in dollars, of the item, including a shipping fee. Which equation represents the relationship between x and y?
See the graph: Here!(It will open a new window)
Question 7: The scatterplot shows the relationship between two variables, x and A line of best fit is also shown. What is an equation for the line of best fit shown ?
See the graph: Here!(It will open a new window)
Question 8: A solution is formed by adding m grams of propylene glycol to 100 grams of water. For this solution, the freezing point, in kelvins, is modeled by the function T(m) = 273.2 - 0.327m. Which of the following is the best interpretation of the statement “T(22) is approximately equal to 266" in this context ?
Question 9: The scatterplot shows the performance index and score for customer engagement for 9 restaurant chains. How many of these chains have a performance index greater than 4.0?
See the graph: Here!(It will open a new window)
Question 10: If each side of a larger square is three times as long as each side of a smaller square, how does the perimeter of the larger square compare to that of the smaller square?
Question 11: What is the range of the heights for the sample of 10 llamas?
See the graph: Here!(It will open a new window)
Question 12: Which of the following best approximates the equation for the line of best fit shown?
See the graph: Here!(It will open a new window)
Question 13: Based on the data from a random sample of a population, the mean value of the population was estimated to be 5.1, with an associated margin of error of 0.2. Which of the following is a plausible value for the mean of the population ?
Question 14: If the initial height is 24 feet, what is the maximum height, in feet, the ball reaches after bouncing once?
See the graph: Here!(It will open a new window)
Question 15: If the maximum height the ball reaches after bouncing once is also x feet> what is the value of x?
See the graph: Here!(It will open a new window)
Question 16: The Sun converts 589 million metric tons of hydrogen into helium each second. Which of the following is closest to the number of slugs of hydrogen, in millions, that are converted by the Sun each second ? (1 metric ton = 68.52 slugs)
Question 17: During an experiment, the number of phytoplankton 1 in a population doubled each day. There were 300 phytoplankton at the start of the experiment. Which function represents the population size, P(x), x days after the start of the experiment?
Question 18: The ratio of children to adults at a restaurant is 1 to 12. If there are x children at the restaurant, what expression represents the number of adults at the restaurant?
Question 19: What is the range of the total interest earned in an 18-month term by the CDs at the banks represented in the table?
See the graph: Here!(It will open a new window)
Question 20: The total interest earned in the 18-month term at Bank B is what percentage greater than the total interest earned in the 18-month term at Bank C?
See the graph: Here!(It will open a new window)
Question 21: How many solutions does the equation 2(x + 3) + x = 3(x + 2) have?
Question 22: 4x - 8y = -1, x + 6y = -10. The solution to the given system of equations is (x,y). What is the value of 5x - 2y?
Question 23: x2 - 8x - 20 = 0 How many distinct real solutions does the given equation have?
Question 24: Teachers and students will participate in a tutoring seminar, and each teacher will lead a group of no more than 8 students. The room for the seminar can hold a maximum of 58 teachers and students. If t represents the number of teachers and s represents the number of students, which system of inequalities describes the possible numbers of teachers and students who can participate in the seminar?
Question 25: The figure shown is divided into 100 squares of equal area, where 60 squares are shaded. If one of these squares is selected at random how much greater is the probability of selecting a shaded square than the probability of selecting a square that is not shaded?
See the graph: Here!(It will open a new window)
Question 26: What is the y-intercept of the graph of y = a(17)x - c in the xy-plane, where a and c are positive constants?
Question 27: Alia sells nature photos and videos. She receives a fixed amount for each photo she sells and a different fixed amount for each video she sells. The graph models the possible numbers of photos p, and videos, v. Alia can sell to receive $300. Which equation represents this situation?
See the graph: Here!(It will open a new window)
Question 28: A cross section of the planet Mars is shown. Each of the three layers is spherical. The radius of Mars is approximately 3,390 kilometers and the radius of the core is about 1/2 the radius of Mars. Which of the 2 following is closest to the total volume, in cubic kilometers of the mantle and crust combined?
See the graph: Here!(It will open a new window)
Question 29: Triangle LMN and triangle PQR each have an angle measuring 60° and a given side length, as shown. For triangles LMN and PQR, which additional piece of information is sufficient to prove that the triangles are similar?
I. The length of line segment PQ is 2/3 the length of line segment LM.
II. The length of line segment PR is 2/3 the length of line segment LN
See the graph: Here!(It will open a new window)
Question 30: Which of the following statements best compares the mean and the median of the data shown in the frequency table?
See the graph: Here!(It will open a new window)
Question 31: The graph of the linear function f is shown. What is the y-coordinate of the y-intercept of the graph of f?
See the graph: Here!(It will open a new window)
Question 32: The scatterplot shows the relationship between two variables, x and y. A line of best fit is also shown. For how many of the data points does the line of best fit predict a greater y-value than the actual y-value?
See the graph: Here!(It will open a new window)
Question 33: The line with equation y = ax + b where a and b are constants, has a slope of -2 and passes through the point (3,8) in the xy-plane. What is the value of b?
Question 34: What is 19% of 200?
Question 35: 2 I x-9 I = 20 What is the sum of the solutions to the given equation?
Question 36: Point P is the center of the circle in the figure shown. What is the value of x?
See the graph: Here!(It will open a new window)
Question 37: A quadratic function can be used to model the height, in feet, of an object above the ground in terms of the time, in seconds, after the object was launched. According to the model, an object was launched into the air from a height of 0 feet and reached its maximum height of 25 feet 1.25 seconds after it was launched. Based on the model, what was the height, in feet, of the object 1.00 seconds after it was launched?
See the graph: Here!(It will open a new window)
Question 38: During a car trip, a passenger recorded the car’s instantaneous fuel economy, in miles per gallon (mpg), 20 different times. The histogram summarizes the distribution of these data. The first bar represents an instantaneous fuel economy of at least 32 mpg but less than 33 mpg. The second bar represents an instantaneous fuel economy of at least 33 mpg but less than 34 mpg, and so on. During the trip, how many times did the passenger record an instantaneous fuel economy of at least 34 mpg but less than 36 mpg?
Answer Sheet International SAT Test - May 2022
Have you finished? Check your incorrect answers in the list of correct answers.
Question Number | Reading |
---|---|
1 | A |
2 | C |
3 | A |
4 | C |
5 | B |
6 | C |
7 | A |
8 | C |
9 | D |
10 | D |
11 | C |
12 | B |
13 | A |
14 | D |
15 | D |
16 | C |
17 | B |
18 | A |
19 | C |
20 | C |
21 | C |
22 | C |
23 | A |
24 | B |
25 | D |
26 | D |
27 | C |
28 | C |
29 | A |
30 | D |
31 | A |
32 | D |
33 | B |
34 | D |
35 | D |
36 | A |
37 | B |
38 | C |
39 | B |
40 | B |
41 | A |
42 | B |
43 | C |
44 | A |
45 | D |
46 | B |
47 | A |
48 | A |
49 | D |
50 | C |
51 | B |
52 | B |
Question Number | Writing |
---|---|
1 | D |
2 | B |
3 | C |
4 | A |
5 | C |
6 | A |
7 | B |
8 | A |
9 | C |
10 | D |
11 | B |
12 | C |
13 | B |
14 | C |
15 | A |
16 | B |
17 | A |
18 | C |
19 | B |
20 | B |
21 | C |
22 | B |
23 | A |
24 | D |
25 | D |
26 | C |
27 | C |
28 | B |
29 | D |
30 | C |
31 | D |
32 | A |
33 | C |
34 | C |
35 | D |
36 | D |
37 | B |
38 | D |
39 | B |
40 | A |
41 | C |
42 | A |
43 | D |
44 | B |
Question Number | Math No Calculator |
---|---|
1 | C |
2 | D |
3 | D |
4 | A |
5 | D |
6 | B |
7 | A |
8 | C |
9 | D |
10 | B |
11 | A |
12 | B |
13 | B |
14 | D |
15 | C |
16 | C |
17 | B |
18 | A |
19 | D |
20 | D |
Question Number | Math Calculator |
---|---|
1 | B |
2 | C |
3 | B |
4 | C |
5 | B |
6 | C |
7 | B |
8 | A |
9 | D |
10 | A |
11 | A |
12 | A |
13 | C |
14 | C |
15 | D |
16 | D |
17 | D |
18 | B |
19 | C |
20 | D |
21 | D |
22 | D |
23 | A |
24 | D |
25 | A |
26 | D |
27 | B |
28 | D |
29 | A |
30 | B |
31 | B |
32 | C |
33 | D |
34 | B |
35 | A |
36 | C |
37 | A |
38 | B |
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