Question 1
What fraction represents the value 0.75?
Correct Answer:
3/4
Explanation:
The value 0.75 can be expressed as a fraction by recognizing that it represents 75 hundredths. To convert this decimal to a fraction, you can write it as 75/100. Then, simplifying this fraction involves finding a common factor for the numerator and the denominator. Both 75 and 100 can be divided by 25, which gives: 75 ÷ 25 = 3 100 ÷ 25 = 4 Thus, 75/100 simplifies to 3/4. This means that the fraction that represents the value 0.75 is indeed 3/4. In this context, other fractions do not equal 0.75 when converted to decimals. For example, 2/3 equals approximately 0.67, 7/8 equals 0.875, and 1/4 equals 0.25. Therefore, only 3/4 accurately corresponds to the decimal value of 0.75.
Question 2
How many sides does a hexagon have?
Correct Answer:
6
Explanation:
A hexagon is defined as a polygon with six sides and six angles. The term "hexagon" comes from the Greek word "hex," meaning six. This shape can be regular, with all sides and angles equal, or irregular, with varying side lengths and angles, but in either case, the total number of sides remains constant at six. Understanding the fundamental properties of polygons is crucial in geometry, as it helps in determining the characteristics of various shapes. In this context, the correct identification of a hexagon as having six sides is essential knowledge in basic geometric concepts.
Question 3
How many minutes are there in 3.5 hours?
Correct Answer:
210 minutes
Explanation:
To find out how many minutes are in 3.5 hours, you need to understand the relationship between hours and minutes. There are 60 minutes in one hour. To convert 3.5 hours into minutes, you multiply the number of hours by the number of minutes in an hour: 3.5 hours × 60 minutes/hour = 210 minutes. This calculation shows that for every hour, there are 60 increments of minutes, and thus multiplying by the total hours (3.5) gives the total number of minutes. This makes it clear that the correct answer is 210 minutes. The options that provide different numbers of minutes—180, 220, and 240—result from incorrect calculations or misunderstandings of the hour-to-minute conversion process.
Question 4
If you break a twenty dollar bill into three five-dollar bills and three one-dollar bills, how many quarters do you need for change?
Correct Answer:
8
Explanation:
To determine how many quarters are needed for change after breaking a twenty dollar bill into three five-dollar bills and three one-dollar bills, we first need to calculate the total amount in bills. Starting with the total twenty dollar bill: - Three five-dollar bills total $15. - Three one-dollar bills total $3. Now, add those amounts together: - $15 (from the five-dollar bills) + $3 (from the one-dollar bills) = $18. The remaining amount from the twenty dollar bill when you subtract the total of the bills you have is: - $20 - $18 = $2. Next, we convert the remaining $2 into quarters. Knowing that one quarter is worth $0.25, we can find out how many quarters make up $2 by using the following steps: 1. Calculate how many quarters are in one dollar: - 1 dollar = 4 quarters. 2. Therefore, to find out how many quarters are in $2: - $2 = 2 x 4 quarters = 8 quarters. Thus, you will need 8 quarters to make up the remaining $2 after breaking the twenty dollar bill into smaller denominations. This clearly shows that the correct answer aligning with this
Question 5
If you add 7 to a number and the result is 12, what is the number?
Correct Answer:
5
Explanation:
To find the correct number, you can represent the unknown number as a variable, often denoted as \( x \). The equation based on the problem statement is set up as follows: \[ x + 7 = 12 \] To isolate \( x \), you need to subtract 7 from both sides of the equation. This results in: \[ x = 12 - 7 \] Calculating the right side gives you: \[ x = 5 \] Thus, the unknown number is 5. This answer is correct because it satisfies the original condition of the problem: when you add 7 to 5, the result is 12, aligning perfectly with what is given in the question.
Question 1
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About this Exam

The ACT WorkKeys is a premier skills assessment system that measures foundational workplace skills critical for job success across diverse industries. It is designed for students, job seekers, and career changers who want to quantify their readiness for specific occupations and earn a valuable credential. Employers also use WorkKeys to identify the right talent for their teams. Completing these assessments is a powerful step towards obtaining the ACT National Career Readiness Certificate (ACT NCRC), a nationally recognized document proving your employability.

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Additional Information

What the Course Entails and Exam Details

This comprehensive assessment evaluates three core cognitive skills required in almost every professional environment. While called a 'test,' it is truly a set of distinct evaluations. We advise students to approach this like an essential workplace training. The core components of the exam series include:

Workplace Documents: Measures your ability to read, comprehend, and apply written information found in workplace items like polices, emails, and bulletins.

Applied Math: Assesses your mathematical reasoning and problem-solving skills applied to real-world workplace scenarios. It requires knowledge of percentages, fractions, conversions, and space/shape.

Graphic Literacy: Evaluates your skills in finding, analyzing, and applying information presented in common workplace graphics, such as charts, graphs, diagrams, and floor plans.

Successfully mastering these domains provides a standard proof of your practical aptitude to future employers.


What to Expect in the Final Exam

When you take the final WorkKeys assessments, you will be in a timed environment, facing multiple-choice questions for each section. The exam can be administered in either an online digital format or a traditional paper-and-pencil format. For the three core assessments (Applied Math, Graphic Literacy, and Workplace Documents), you will typically be allotted 55 minutes per section.

For the Applied Math portion, you are allowed to use an approved calculator. Unlike many traditional academic tests, you are not penalized for guessing, so it is crucial that you answer every question. Your performance will be scored on a scale, resulting in a WorkKeys level score ranging from Level 3 to Level 7 for each assessment. To achieve the Bronze level of the National Career Readiness Certificate, you must score at least a Level 3 on all three core assessments.


How to Study and Exam Centers

Preparation is paramount, as this assessment measures your practical, applied knowledge rather than memorized facts. The most effective strategy is to engage in deliberate, simulated practice. Start by taking authentic WorkKeys practice tests to familiarize yourself with the question types and the constraints of the 55-minute time limit. Use study guides to improve your speed and accuracy in specific domains. Focus on enhancing your practical literacy and mathematical skills by reading professional manuals and working through multi-step word problems.

You can take the official WorkKeys assessment at various authorized locations. These include many high schools, community colleges, state-run workforce centers, and authorized private testing centers. Many institutions offer preparation courses alongside the exam administration. We recommend contacting your local career center or educational institution to find the closest certified WorkKeys testing center and available dates.


Job Opportunities from the Course

A strong score on the WorkKeys assessments, and the subsequent earning of the National Career Readiness Certificate (NCRC), unlocks a wide array of career paths and jobs. The certificate is a clear signal to employers that you have the essential foundational skills to succeed. It is utilized by thousands of companies across the United States. Below is a clear list of potential job opportunities and careers this certification can help you access:

  • Manufacturing Technician

  • Administrative Assistant

  • Customer Service Representative

  • Health Care Aide / Medical Assistant

  • Construction Laborer or Apprentice

  • Logistics Coordinator

  • Retail Sales Supervisor

  • Automotive Technician

  • Bank Teller

  • Maintenance Worker

  • Warehouse Supervisor

  • Data Entry Clerk

Earning a strong WorkKeys score is an investment in your career trajectory, providing you with a standardized way to prove your competency to the workforce.


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