Free ASQ CQPA Exam Questions
Absolute Free CQPA Exam Practice for Comprehensive Preparation
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ASQ CQPA Exam Questions
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Provided By: ASQ
- Exam: Certified Quality Process Analyst
- Certification: Certified Quality Process Analyst
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Total Questions: 220
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Updated On: Apr 11, 2025
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Rated: 4.9 |
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Online Users: 440
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Question 1
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Which of the following best describes categorical data?
Answer: C
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Which of the following best describes categorical data?
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Question 2
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A service company has a process for responding to customer inquiries. The upper specification limit for response time is 2 hours, the lower specification limit is 1 hour, and the process average is 1.5 hours. The standard deviation for this process is 0.2 hours. What is the Cp value for this process?
Answer: D
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A service company has a process for responding to customer inquiries. The upper specification limit for response time is 2 hours, the lower specification limit is 1 hour, and the process average is 1.5 hours. The standard deviation for this process is 0.2 hours. What is the Cp value for this process?
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Question 3
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A researcher wants to determine the average salary of technicians in a certain field. From a sample of 100 technicians, the mean salary is $50,000, with a standard deviation of $12,000. What is the 95% confidence interval for this data?
Answer: C
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A researcher wants to determine the average salary of technicians in a certain field. From a sample of 100 technicians, the mean salary is $50,000, with a standard deviation of $12,000. What is the 95% confidence interval for this data?
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Question 4
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Which of the following best describes categorical data?
Answer: C
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Which of the following best describes categorical data?
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Question 5
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A researcher wants to determine the average salary of technicians in a certain field. From a sample of 100 technicians, the mean salary is $50,000, with a standard deviation of $12,000. What is the 95% confidence interval for this data?
Answer: C
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A researcher wants to determine the average salary of technicians in a certain field. From a sample of 100 technicians, the mean salary is $50,000, with a standard deviation of $12,000. What is the 95% confidence interval for this data?