PERT Math Practice Test 2024 Florida’s Postsecondary Education Readiness Test

Last Updated on December 10, 2024

PERT Math Practice Test 2024. Postsecondary Education Readiness Test (PERT) Florida’s Mathematics Practice Test. Our practice test is consists of 30 Questions and 30 minutes time limit. Our free PERT exam Math Practice Test will help you to make better PERT Test prep.

NOTE: The PERT test will not specifically test anything in this section but questions on the test will assume you know your basics in order to answer some of the algebra questions.

PERT Math Practice Test 2024

Test Name PERT Practice Test
Purpose Test your basic knowledge
Test Type Sample PERT Math Practice Test 2
Subject Mathematics
Total Question 25 (Multiple Choice Questions)
Time Duration 30 Minutes
Answers and Score YES
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PERT Math Practice Test 2

1 / 25

The perimeter of a rectangle is 40, and the lengths of its sides have even integer values. What is one possible value for the area of the rectangle?

2 / 25

When a positive number is multiplied by itself, the result is equal to 3 more than twice the original amount. What is the value of that number?

3 / 25

If the product of a number and 1.2 is equal to 6, what is the number?

4 / 25

The starting five players for the Rowayton High School girls basketball team score an average of 84 points per game. Stacey scores twice as many points per game as Lucy and Rachel each score. Lucy and Rachel each score three times as many points as Anna and Elizabeth each score. On average, how many more points per game does Stacey score than Elizabeth?

5 / 25

If w = v + 2 and s = 4v + 5, which of the following expresses s in terms of w?

6 / 25

Simplify:

  • (-0.45) ÷ (-5)(0.8)

7 / 25

Richard can type 40 words per minute, a rate that is 20% slower than Angie’s typing speed. If it takes Angie 20 minutes to type a certain passage, how many minutes would it take Richard to type the same passage?

8 / 25

X = {1, 2, 3, 4, 5, 6}
Y = {2, 4, 5, 7, 10, 12}

A number is to be selected randomly from set X and then doubled. What is the probability that the result will be a member of set Y?

9 / 25

Solve:

  • 6.5x - 4.8x + 0.38 = 2

10 / 25

Of the 30 students in a sixth grade classroom, 12 play the piano, 8 play the guitar, and 14 do not play any instrument at all. How many students play both the guitar and the piano?

11 / 25

Graph the solution of y – 2 > 1 on a number line.

12 / 25

  • If 420 = 163, what is the value of y?

13 / 25

A jar contains only red, white, and blue gum- balls. The probability of choosing a red gumball at random from the jar is 1=3, and there are three times as many white gumballs as there are blue gumballs. Which of the fol- lowing could be the total number of gumballs in the jar?

14 / 25

Michelle commutes to work at an average speed of 30 miles per hour and returns home along the same route at an average speed of 15 miles per hour. If her total travel time is 3 hours, how many miles is the commute to work?

15 / 25

Write a linear equation in standard form that crosses (4, -3) and (-2, 9):

16 / 25

Solve the system of equations:

2a + b = 5
a – b = 1

17 / 25

Twice the sum of a number and 8 is the same as the difference of 3 and the number. Find the equation that could be used to find the number, x.

18 / 25

f(x) = -2x3 + 5 find x if f(x) = -49

19 / 25

Identify the proportion listed below that solves this problem.

  • It will take 13 people to pick 112 watermelons in a day. How many people will it take to pick 200 watermelons in a day?

20 / 25

  • If m4 = 21, what is the value of 3m4?

21 / 25

 

In the figure above, four line segments meet at a point to form four angles. If y = 2x, what is the value of x?

22 / 25

In the figure, line k is parallel to line l. What is the value of y?

23 / 25

Keisha is investing her money in an IRA. Initially she will be putting in $775. Using ‘C’ as the additional amount invested each month, translate this problem into an algebraic expression that will show how much Keisha invested for the entire year.

24 / 25

Two cars start from the same place at the same time. One car travels west at 70 miles per hour and another travels east at 20 miles per hour. In how many hours will they be 250 miles apart?

25 / 25

After the second term in the sequence above, each term is found by dividing the preceding term by the term before that. For example, the third term is equal to 4 ÷ 2 = 2. What is the value of the thirty-fourth term of this sequence?

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