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WGU C784 APPLIED PROBABILITY AND STATISTICS FINAL EXAM PREP 2026/2027

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WGU C784 APPLIED PROBABILITY AND STATISTICS FINAL EXAM PREP 2026/2027

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WGU C784 APPLIED PROBABILITY AND
STATISTICS FINAL EXAM PREP
2026/2027




1. A researcher divides a population into groups based on age and then randomly selects a

proportionate number of individuals from each group. Which sampling method is being used?

A. Stratified Random Sampling


B. Systematic Sampling


C. Cluster Sampling


D. Convenience Sampling


Answer: A


Conceptual Explanation: Stratified random sampling involves dividing the population

into subgroups (strata) and sampling from each to ensure representation.


2. Which of the following describes a ‘Statistic’ as opposed to a ‘Parameter’?

A. A numerical measurement describing a characteristic of a sample.


B. A numerical measurement describing a characteristic of a population.


C. The entire collection of all individuals to be studied.

,D. A variable that can take on any value in a range.


Answer: A


Conceptual Explanation: A statistic describes a sample, whereas a parameter describes a

population.


3. A dataset has a mean of 50 and a standard deviation of 0. If every value in the dataset is

increased by 5, what is the new standard deviation?

A. 5


B. 0


C. 55


D. 10


Answer: B


Conceptual Explanation: Standard deviation measures spread. Adding a constant to all

values shifts the mean but does not change the spread/dispersion.


4. In a right-skewed distribution, which of the following is typically true?

A. Mean < Median < Mode


B. Mean = Median = Mode


C. Mode < Median < Mean


D. Median < Mode < Mean

, Answer: C


Conceptual Explanation: In a right-skewed distribution, the tail pulls the mean to the

right, making it larger than the median and mode.


5. Which variable type is ‘Number of cars in a parking lot’?

A. Qualitative


B. Continuous Quantitative


C. Ordinal


D. Discrete Quantitative


Answer: D


Conceptual Explanation: It is quantitative because it represents a count, and discrete

because you cannot have a fraction of a car.


6. If events A and B are independent, and P(A) = 0.3 and P(B) = 0.4, what is P(A and B)?

A. 0.7


B. 0.12


C. 0.1


D. 0.75


Answer: B

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