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D 514 Exam 1 V3 | D 514 Analytical Methods of Healthcare Leaders | Actual Q&A with Rationale (D514 Exam 1) | Western Governors University

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D 514 Exam 1 V3 | D 514 Analytical Methods of Healthcare Leaders | Actual Q&A with Rationale (D514 Exam 1) | Western Governors University

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D 514 Exam 1 V3 | D 514 Analytical
Methods of Healthcare Leaders | Actual
Q&A with Rationale (D514 Exam 1) |
Western Governors University
1. A healthcare administrator is analyzing the length of stay for patients in a specific ward.

Which level of measurement is ‘length of stay’ in days?

A. Ratio


B. Ordinal


C. Interval


D. Nominal


Answer: A


Rationale: Ratio data is characterized by an absolute zero point and equal intervals

between measurements. Length of stay in days has a true zero, meaning a patient could

stay for zero days if discharged immediately. This allows for meaningful comparisons such

as one stay being twice as long as another.


2. When evaluating patient satisfaction surveys where responses are ‘Satisfied’, ‘Neutral’,

and ‘Dissatisfied’, which data type is being used?

A. Interval


B. Ratio

,C. Ordinal


D. Nominal


Answer: C


Rationale: Ordinal data involves categories that have a clear, logical ordering or rank. In

this satisfaction survey, ‘Satisfied’ is clearly higher than ‘Neutral’, which is higher than

‘Dissatisfied’. However, the mathematical distance between these ranks is not precisely

defined or equal.


3. A study is conducted to see if a new billing system reduces errors. The null hypothesis

states that the error rate will remain the same. What is the alternative hypothesis?

A. The error rate will be different from the current rate.


B. The error rate will increase significantly.


C. The error rate will stay the same regardless of changes.


D. The error rate cannot be measured by the new system.


Answer: A


Rationale: The alternative hypothesis represents the researcher’s claim that there is a

change or difference. It is usually the logical opposite of the null hypothesis, which assumes

no effect or no difference. In this scenario, the alternative hypothesis posits that the new

system will result in an error rate that is not equal to the current rate.

, 4. In a normal distribution of emergency room wait times, what percentage of data points fall

within one standard deviation of the mean?

A. 68%


B. 95%


C. 50%


D. 99.7%


Answer: A


Rationale: The empirical rule states that for a normal distribution, approximately 68

percent of data falls within one standard deviation. This rule is essential for healthcare

leaders to predict performance and set expectations for processes. It provides a quick way

to understand the spread of data around the average.


5. A researcher accidentally rejects the null hypothesis when it was actually true. Which type

of error did they commit?

A. Sampling Error


B. Type II Error


C. Standard Error


D. Type I Error


Answer: D

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