CLAST - College Level Academic Skills Test Practice Test

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What is the % gain if 35 is increased to 49?

<label class="wq_answerTxtCtr">40%</label>
<label class="wq_answerTxtCtr">4%</label>
<label class="wq_answerTxtCtr">71%</label>
<label class="wq_answerTxtCtr">1400%</label>
Correct! Wrong!

To calculate the percent increase, you can use the following formula:

Percent Increase = ((New Value - Original Value) / Original Value) * 100

In this case, the original value is 35 and the new value is 49. Plugging these values into the formula:

Percent Increase = ((49 - 35) / 35) * 100
= (14 / 35) * 100
= 0.4 * 100
= 40%
Therefore, the percentage increase from 35 to 49 is 40%.

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Find a common linear connection between each pair of integers. then locate the phrase that is absent.
(3, 1)
(0.3, 0.1)
(-6, -2)
(1/5, 1/15)
(36, 12)
(1/3, ___)

<label class="wq_answerTxtCtr">3/2</label>
<label class="wq_answerTxtCtr">1/9</label>
<label class="wq_answerTxtCtr">9</label>
<label class="wq_answerTxtCtr">2/3</label>
Correct! Wrong!

To identify the missing term in the pair (1/3, ___), we need to look for a common linear relationship between the numbers in each pair.

If we observe the pattern in the given pairs, we can see that the second number is obtained by dividing the first number by 3. This indicates a linear relationship where each number is divided by 3 to obtain the next number.
Applying the same pattern to the given pair (1/3, ___), we can divide 1/3 by 3:
(1/3) / 3 = 1/3 * 1/3 = 1/9
Therefore, the missing term in the pair (1/3, ___) is 1/9.

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Find the missing word in the geometric series given below:
-2, 1/2, - 1/8, 1/32, - 1/128, ____.

<label class="wq_answerTxtCtr">- 1/512</label>
<label class="wq_answerTxtCtr">1/4</label>
<label class="wq_answerTxtCtr">1/512</label>
<label class="wq_answerTxtCtr">1/1024</label>
Correct! Wrong!

The given sequence is a geometric sequence, where each term is obtained by multiplying the previous term by a common ratio.

To find the missing term, we need to determine the common ratio between consecutive terms. By observing the pattern, we can see that the common ratio is -1/4. Each term is obtained by multiplying the previous term by -1/4.

Using this common ratio, we can calculate the missing term as follows:
-1/128 * (-1/4) = 1/512
Therefore, the missing term in the sequence is 1/512.

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There is a corporation with twenty employees. The lowest-paid employee makes $150 per week, while the highest-compensated employee makes $260. Which of the following figures may serve as a reliable approximation of the company's total weekly payroll?

<label class="wq_answerTxtCtr">$2000</label>
<label class="wq_answerTxtCtr">$205</label>
<label class="wq_answerTxtCtr">$8200</label>
<label class="wq_answerTxtCtr">$4000</label>
Correct! Wrong!

To estimate the total weekly payroll for the company, we need to consider the range of salaries and the number of employees.

Given that the lowest-paid person earns $150 per week and the highest-paid person earns $260 per week, we can calculate the possible range of total weekly payroll by multiplying the lowest and highest salaries by the number of employees.

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What is the % drop if 25 is reduced to 15?

<label class="wq_answerTxtCtr">60%</label>
<label class="wq_answerTxtCtr">4%</label>
<label class="wq_answerTxtCtr">10%</label>
<label class="wq_answerTxtCtr">40%</label>
Correct! Wrong!

To calculate the percent decrease, you can use the following formula:

Percent Decrease = ((Original Value - New Value) / Original Value) * 100

In this case, the original value is 25 and the new value is 15. Plugging these values into the formula:

Percent Decrease = ((25 - 15) / 25) * 100
= (10 / 25) * 100
= 0.4 * 100
= 40%

Therefore, the percentage decrease from 25 to 15 is 40%.

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An accomplishment exam was taken by 300 kids. Each student received a score that was higher than 57 but less than 90. Which of the following figures best represents the students' average score?

<label class="wq_answerTxtCtr">55</label>
<label class="wq_answerTxtCtr">68</label>
<label class="wq_answerTxtCtr">91</label>
<label class="wq_answerTxtCtr">48</label>
Correct! Wrong!

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Look for 0.94's comparable form.

<label class="wq_answerTxtCtr">47/50</label>
<label class="wq_answerTxtCtr">9.4%</label>
<label class="wq_answerTxtCtr">47/5</label>
<label class="wq_answerTxtCtr">47/50%</label>
Correct! Wrong!

An equivalent form of 0.94 can be expressed as a fraction by placing the decimal value over a power of 10. In this case, 0.94 can be written as 94/100.

Simplifying the fraction further, we can divide both the numerator and denominator by their greatest common divisor, which is 2. Thus, 94/100 simplifies to 47/50.

Therefore, an equivalent form of 0.94 is 47/50.

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Confirm your exam appointment and location
Bring required identification documents
Arrive 30 minutes early to check in
Read each question carefully before answering
Flag difficult questions and return to them later
Manage your time โ€” don't spend too long on one question
Review flagged questions before submitting
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CLAST Study Tips

๐Ÿ’ก What's the best study strategy for CLAST?
Focus on weak areas first. Use practice tests to identify gaps, then study those topics intensively.
๐Ÿ“… How far in advance should I start studying?
Most successful candidates begin 4-8 weeks before the exam. Create a structured study schedule.
๐Ÿ”„ Should I retake practice tests?
Yes! Take each practice test 2-3 times. Focus on understanding why answers are correct, not memorizing.
โœ… What should I do on exam day?
Arrive 30 min early, bring required ID, read questions carefully, flag difficult ones, and review before submitting.

Pros

  • Validates your knowledge and skills objectively
  • Increases job market competitiveness
  • Provides structured learning goals
  • Networking opportunities with other certified professionals

Cons

  • Study materials can be expensive
  • Exam anxiety can affect performance
  • Requires dedicated preparation time
  • Retake fees apply if you don't pass

How do I prepare for the CLAST exam?

Start with a diagnostic practice test to identify weak areas. Create a 4-8 week study schedule, focus on your weakest domains, and take at least 3 full practice exams before test day.

Is the CLAST exam difficult?

The difficulty depends on your preparation level. With consistent study using practice tests and review materials, most candidates pass on their first attempt.

What topics does the CLAST exam cover?

The CLAST exam covers multiple domains including core knowledge areas, applied skills, and professional standards. Review the official content outline for a complete list.

How much does the CLAST exam cost?

Exam fees vary by testing organization, typically ranging from $100-$400. Additional costs may include study materials and application fees.
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CLAST Practice Test Questions

Prepare for the CLAST - College Level Academic Skills Test exam with our free practice test modules. Each quiz covers key topics to help you pass on your first try.

CLAST Logical Reasoning
CLAST Exam Questions covering Logical Reasoning. Master CLAST Test concepts for certification prep.
CLAST Statistics and Probability
Free CLAST Practice Test featuring Statistics and Probability. Improve your CLAST Exam score with mock test prep.
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