WGU Certification Exams Pack
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- Exam Name: WGU Applied Algebra FXO2 PFXP C957
- 94 Questions Answers with Explanation Detail
- Total Questions: 94 Q&A's
- Single Choice Questions: 94 Q&A's
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WGU Applied-Algebra - WGU Applied Algebra FXO2 PFXP C957
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Total Questions: 94
Free Practice Questions: 28
The number of property sales in a region this year is expected to be 8 times the number of property sales in the region last year. The function H(x)represents the number of property sales this year, where xrepresents the number of properties sold last year.
Which notation represents the number of property sales this year, given that the number of properties sold last year was 360?
Answer
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C
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Explanation
We are told that the number of property sales this year is expected to be 8 times the number of property sales last year. Let: x= " number of properties sold last year " and H(x)= " number of property sales this year " Since this year’s sales are 8 times last year’s sales, the function rule is: H(x)=8x The question says that last year’s property sales were: x=360 Substitute 360into the function: H(360)=8(360) H(360)=2,880 So the correct notation is: H(360)=2,880 This means: if 360 properties were sold last year, then 2,880 property sales are expected this year. Therefore, the correct answer is: ▭ ( " C " ) |
The function P(t)represents the daily profit, in hundreds of dollars, for a hardware store since opening. The graph of P(t)is shown.
How should the maximum value be interpreted?
Answer
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C
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Explanation
The graph shows P(t), where: t= " years since opening " and P(t)= " daily profit in hundreds of dollars " The graph is a downward-opening curve, so its maximum value occurs at the highest point of the graph, also called the vertex. From the graph, the highest point occurs at approximately: t=9 So the maximum daily profit happened approximately: 9 " years after opening " The vertical value at this maximum point is approximately: P(t)=29 But the graph measures profit in hundreds of dollars, so: 29×100=2900 Therefore, the maximum daily profit was approximately: $2,900 So the correct interpretation is: " Approximately 9 years after opening, a maximum daily profit of approximately " $2,900 " was earned. " |
The value of a collectible artifact is represented by the function
f(x)=330× 〖 1.15 〗 ^x
In this function, xrepresents the number of years since 2005, and f(x)represents the value of the artifact, in dollars.
Which value represents the average yearly rate of change of the value of the artifact from 2006 to 2011?
Answer
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A
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Explanation
The function is: f(x)=330× 〖 1.15 〗 ^x Because xrepresents the number of years since 2005: 2006 ⇒ x=1 2011 ⇒ x=6 The average yearly rate of change from 2006 to 2011 is: (f(6)-f(1))/(6-1) First, find f(1): f(1)=330× 〖 1.15 〗 ^1 f(1)=330×1.15 f(1)=379.50 Now find f(6): f(6)=330× 〖 1.15 〗 ^6 f(6)≈330×2.31306 f(6)≈763.31 Now calculate the average rate of change: (763.31-379.50)/(6-1) =383.81/5 =76.762 Rounded to two decimal places: 76.76 So the average yearly rate of change of the artifact’s value from 2006 to 2011 is approximately: $76.76 " per year " Therefore, the correct answer is: ▭ ( " A " ) |
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WGU Applied-Algebra FAQ'S
Find answers to the most common questions about the WGU Applied-Algebra exam, including what it is, how to prepare, and how it can boost your career.
The WGU Applied-Algebra certification is a globally-acknowledged credential that is awarded to candidates who pass this certification exam by obtaining the required passing score. This credential attests and validates the candidates' knowledge and hands-on skills in domains covered in the WGU Applied-Algebra certification syllabus. The WGU Applied-Algebra certified professionals with their verified proficiency and expertise are trusted and welcomed by hiring managers all over the world to perform leading roles in organizations. The success in WGU Applied-Algebra certification exam can be ensured only with a combination of clear knowledge on all exam domains and securing the required practical training. Like any other credential, WGU Applied-Algebra certification may require periodic renewal to stay current with new innovations in the concerned domains.
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