ALEKS Practice Test 2022: Math Assessment Placement Exam: Try our free ALEKS Math Assessment Placement Review question. ALEKS scores of 30 or higher reflect adequate preparation for collegelevel math.
If you want to place into a higherlevel course, you may use ALEKS learning modules to practice your skills and retake the assessment up to two additional times. The ALEKS assessment subscription is available to students for 1 year and the scores will be valid for up to 18 months.
What is ALEKS?
ALEKS is a proven, online learning platform for Math and Chemistry that helps you get to know each student and provides the equitable support required for all students to succeed. In one single solution, you can design and control your course with both personalized learning to prepare students and your choice of adaptive and nonadaptive assignments and assessments that align with your approach. And, no matter your course format, with ALEKS actionable insights, you can intervene before it’s too late and has more time to create more lightbulb moments.
ALEKS (Assessment and LEarning in Knowledge Spaces) is the product of more than thirty years of research by software engineers, mathematicians, and cognitive scientists in the application of Knowledge Space Theory. With support from the National Science Foundation, the research efforts by New York University and the University of California, Irvine has been transformed into a groundbreaking artificial intelligence engine designed to improve student performance.
ALEKS Math Assessment Placement Practice Test
In some universities, all incoming firstyear students must complete the ALEKS Mathematics Placement Assessment before attending orientation and enrolling in classes, including incoming firstyear students who have already received AP math credit.
There will be a maximum of 30 openended questions that take 6090 minutes to complete. None of the questions are multiplechoice. The exact number of questions will vary due to the adaptive mechanism of the assessment. Students who are unable to answer many of the first questions may end up with a shorter assessment. If you come across material that you have not learned, you may answer, “I don’t know.” Do your best to answer each question.
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ALEKS Math Practice Test 1
Total Questions: 30
Time Limit: 60 minutes
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Question 1 of 30
1. Question
1 pointsThe function shown below is used to predict the number of adults (A) accompanying their children to a water park:
A(T) = 2(120 – T)(T – 75)
where T° F is the expected high temperature for that day. The expected temperatures for Saturday and Sunday are 80° F and 85° F, respectively. Based on this model, calculate how many more adults are expected to come to the park on Sunday than on Saturday

Question 2 of 30
2. Question
1 pointsIf x is 7 less than twice the product of y and z, calculate an expression for x in terms of y and z.

Question 3 of 30
3. Question
1 pointsAll 15 students in a music class completed the study of 4 required classic piano concerts. In addition, 3 of them completed the study of 5 contemporary piano compositions, and 5 students gave a recital during which they played a piano work by an American composer. Calculate the total number of assignments completed by the students in this music class.

Question 4 of 30
4. Question
1 pointsConsider two circles, one having a radius that is 3 times the radius of the other. What is the greatest possible number of points of intersection of the two circles?

Question 5 of 30
5. Question
1 pointsWhat is the measure of angle b° shown in the figure above if a° = 58°?

Question 6 of 30
6. Question
1 pointsAssuming Michael runs at a constant pace and needs 15 minutes to complete a lap around his school’s football field, calculate how much of a lap he will cover in 6 minutes.
If the answer is in fraction for eg. \frac12 then type 1/2 in the answer box

Question 7 of 30
7. Question
1 pointsJessica needs to buy tomatoes. She finds that her neighborhood supermarket sells them in boxes that contain t tomatoes each. She ends up buying b boxes for which she pays d dollars. Assuming the tomatoes are equal in size and weight, writedown the formulas give the price of the tomato.

Question 8 of 30
8. Question
1 pointsCalculate the value of x³y² if x = y and y = 2.

Question 9 of 30
9. Question
1 pointsThe degree measures of three of the four angles of a quadrilateral are in the ratio of 2:3:5. The fourth angle measures 60°. Calculate the degree measure of the largest angle of the quadrilateral.

Question 10 of 30
10. Question
1 pointsThe size of a rectangular closet is 1 ft × 2 ft. If the floor is to be covered with square tiles of side length equal to 4 in, how many tiles will be needed?

Question 11 of 30
11. Question
1 pointsif \frac8x = y and x = 2, calculate the expression x²(y – 1).

Question 12 of 30
12. Question
1 pointsCalculate x if 2x – y = 7 and 3x + 2y = 35.

Question 13 of 30
13. Question
1 pointsCalculate the value of 5a given that 3a – 2b = 4b and 2b = 3.

Question 14 of 30
14. Question
1 pointsWhat is the area of a square obtained by joining two congruent triangles, given that the longest side of each triangle is 4√3

Question 15 of 30
15. Question
1 pointsA student planned to spend an hour and a half working on the homework for three subject areas: math, social studies, and science. If 1/3 of this time was used for the math homework and 1/4 of the remaining time is used for the social studies project, how many minutes does the student have left for his science homework?

Question 16 of 30
16. Question
1 points300, 150, 75, 226, 113, 340, 170, …..
Calculate the 10th term of the sequence above given that its first term is 300 and each term thereafter is obtained (1) dividing by 2, if the previous term is even, or (2) multiplying by 3 and then adding 1, if the previous term is odd

Question 17 of 30
17. Question
1 pointsIn a class of 25 students, the average score on a final test calculated for 20 students was 75. Five students missed the test day with cold symptoms and were scheduled for a makeup. Their average score was eventually 80. What is the average score of the class?

Question 18 of 30
18. Question
1 pointsCalculate the greatest possible perimeter of a triangle when the lengths of two of its sides are 7 and 11 and given that the third side is also an integer.

Question 19 of 30
19. Question
1 pointsBy what percent will the area of a circle increase, if its radius is quadrupled?

Question 20 of 30
20. Question
1 pointsN and a are positive integers. Knowing that
1. N = a³ and
2. N is divisible by 15 and 20,calculate the smallest possible value of N.

Question 21 of 30
21. Question
1 pointsConsider a geometric sequence of positive numbers. After the first term, the ratio of each term to the term immediately preceding it is 3 to 1. Calculate the ratio of the 9th term in this sequence to the 6th term.

Question 22 of 30
22. Question
1 pointsx is a positive, odd integer. Calculate 20% of the value of the expression 3x + 8, given that it satisfies the following double inequality:
60 < 3x + 8 < 70

Question 23 of 30
23. Question
1 pointsTwo sets of numbers, X and Y, are defined as the set of prime numbers and the set of twodigit, positive integers whose unit digit is 5, respectively. Calculate how many numbers are common to both sets.

Question 24 of 30
24. Question
1 pointsIn isosceles triangle ABC, side \overline{\rm BC} is shorter than the other two sides. If the degree measure of ∠A is a multiple of 22, calculate the greatest possible measure of ∠C

Question 25 of 30
25. Question
1 pointsAnna joined her best friend and her family on a day trip and spent 30% and 45% of her daily allowance on breakfast and lunch, respectively. As a result, she’s left with $15 to cover her dinner. How much money did she spend for breakfast?

Question 26 of 30
26. Question
1 pointsJane has four times as many marbles as Mike. If Jane gives Mike eight marbles, she will be left with four fewer marbles than him. What is the total number of marbles that Jane and Mike have?

Question 27 of 30
27. Question
1 pointsSeven friends played two rounds of a board game and each time accumulated an integer score. The two scores for each player were added together and the resulting numbers were 86, 98, 59, 48, 68, 72, and x. The 7th player, whose total score was x, obtained a score of 40 in the first round. Calculate one possible value of the 7th player’s second round score, given that x is the median of the seven total scores

Question 28 of 30
28. Question
1 pointsIn Angelo’s Restaurant, the daily menu features 4 kinds of omelets. The first kind were made with 4 eggs each and they represented 1/4 of the total number. The second kind used only 3 eggs each and they represented 2/3 of the rest of the omelets. The remaining 80 omelets were equally split between the last two categories and only used 2 eggs each. Calculate the total number of eggs Angelo needs to make a daily supply of omelets

Question 29 of 30
29. Question
1 pointsAt the end of the season, team A 2/5 won and lost 1/7 of the games it played against team B. During the entire season, the teams were tied in 32 games. Calculate the total number of games the teams played against each other.

Question 30 of 30
30. Question
1 pointsA certain triangle has two angles with the same degree measure. If the lengths of two sides of the triangle are 5 and 7, what is the maximum value for the perimeter of the triangle?
ALEKS Exam
The ALEKS Assessment covers a broad range of material from basic Algebra to Precalculus. The ALEKS assessment subscription is available to students for 1 year and the scores will be valid for up to 18 months.
Test Name  ALEKS 
Test type  adaptive test 
Purpose  to determine the appropriate math course for a student to take based on his/her prerequisite knowledge. 
Total question  30 questions 
question type  a single question with no options 
time limit  90 minutes to 120 minutes 
ALEKS score  immediate 
retake chance  Yes 
Score validity  12 months 
Test cost  $40 per student 
Topics covered:
 Real numbers (including fractions, integers, and percentages)
 Equations and inequalities (including linear equations, linear inequalities, systems of linear equations, and quadratic equations),
 Linear and quadratic functions (including graphs and functions, linear functions, and parabolas), exponents and polynomials (including integer exponents, polynomial arithmetic, factoring, and polynomial equations), rational expressions (including rational equations and rational functions
 Radical expressions (including higher roots and rational exponents)
 Exponentials and logarithms (including function compositions and inverse functions, properties of logarithms, and logarithmic equations)
 Geometry and trigonometry (including perimeter, area, and volume, coordinate geometry, trigonometric functions, and identities and equations).
ALEKS Score
The score will be visible in CaneLink within 48 hours of completing the assessment. If the desired placement is not achieved, the ALEKS Prep and Learning Modules will be available for you to review, learn material, retake the assessment and improve your ALEKS score. It is crucial that the scores be reflective of your current mathematical knowledge. Therefore, the scores are valid for 12 months.
Retaking the Math Placement Assessment
It is highly encouraged to retake the assessment at least one other time. You have up to three attempts on the Placement Assessment. Before retaking the assessment however, you will need to practice your learning modules. To access your modules for the first time, you will need to log back into your ALEKS account as if you are going to take the test again. You will not be able to access your third attempt until you log three hours or more of Prep and Learning module work between the second and third attempts.
Resources
See also:
 Equations and Inequalities
 Exponents
 Probability
 Mean Median Mode
 Ratio
 Percentages
 Algebraic Expressions
 Fractions and Decimals
 Integers
 PreAlgebra
 Rational Numbers
 Average
 Age