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CNSL 503 Final Exam – CNSL 503 – Complete Final Exam Comprehensive Questions with Verified Answers (2026)

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This document contains a comprehensive collection of frequently tested CNSL 503 final exam questions with verified answers covering core statistics concepts. It includes topics such as variables and measurement scales, descriptive and inferential statistics, sampling, hypothesis testing, z-tests, t-tests, ANOVA, correlation, regression, and chi-square analyses, along with worked examples and exam-style practice questions. The material is designed as a complete final exam study guide and review resource that combines conceptual explanations with calculation-based practice. Keywords statistics descriptive statistics inferential statistics variables measurement scales nominal scale ordinal scale interval scale ratio scale sampling sampling bias population sample frequency distribution central tendency mean median mode range variance standard deviation normal distribution z score effect size confidence interval hypothesis testing null hypothesis alternative hypothesis Type I error Type II error statistical power z test t test paired samples t test independent samples t test one sample t test ANOVA one way ANOVA two way ANOVA post hoc tests correlation Pearson correlation Spearman rho regression coefficient of determination chi square goodness of fit test for independence Cramer's V probability exam practice verified answers

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CNSL 503 Final Exam
Comprehensive Questions
(Frequently Tested) with
Verified Answers 2026

True of False: Statistics is used to prove claims. - ANSWER ✔✔False


What are Variables? - ANSWER ✔✔Variables are measurable

characteristics that can vary in value.




My answer: Variables are different types of data in an experiment (used

to classify the type of data being collected)

,What type of scale is used when labeling or using categories? -

ANSWER ✔✔This would be qualitative data and the SCALE would

be nominal! Ex: blood type, college majors, room numbers

True or false: it is generally feasible to collect data from every member of

a population - ANSWER ✔✔FALSE! unless the target of a particular

research study is comprised of a small population, it is usually not

practical or sensible to attempt to reach every member within a

population

Which of the following are examples of ordinal variables? Select all that

apply.

- Shirt sizes

- college major

- places in a marathon (1st, 2nd, 3rd)


- Temperature - ANSWER ✔✔-shirt sizes, places in a marathon

Explanation: ordinal is used for qualitative variables and includes ranking

in size or measure (does not indicate how much the data differ)

When a variable can contain negative values, what type of scale is most

appropriate? Why? - ANSWER ✔✔An interval scale because

,variables containing negative values do not have an absolute zero. Note:

this is quantitative data


When is it most appropriate to use a ratio scale? - ANSWER ✔✔A

ratio scale is used when a variable has an absolute zero (Ex: height,

weight, exam scores, GPA)




Note: this is quantitative data

True or false: statistics are used to communicate results but can be used

to mislead individuals - ANSWER ✔✔TRUE!


Provide an example of quantitative variable and an example of a

qualitative variable - ANSWER ✔✔Quantitative Ex: test scores,

reaction time, error number, vital signs, temperature




Qualitative Ex: sex, college major, eye color, blood type, shirt size


How are sample and population related? - ANSWER ✔✔A population

includes every member within a particular group, whereas a sample is a

smaller subset of the given population (used to represent the whole

population)


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, True or false: discrete variables are counted as whole numbers -

ANSWER ✔✔TRUE! discrete variables are quantitative variables that

can be organized into separate categories or counted using whole

numbers. Ex: number of patients in a hospital, pets in a home

_________ statistics involves analyses that provide a way to summarize

and describe data, whereas _________ statistics are performed for

researchers to make inferences and generalizations about populations

based on sample data. - ANSWER ✔✔Answer: descriptive; inferential

Explanation: descriptive statistics involve calcluations like mean,

median, mode, standard deviation, variance, and range. Inferential

statistics involve calculations such as those use for hypothesis testing

(z-scorem, t-test, ANOVA, correctional analyses).

Which of the following is NOT involved in the process of sampling?

- identify goals

- collect data

- make conclusions


- obtain resources - ANSWER ✔✔Answer: obtain resources

Explanation: the steps are identify goals, gather sample, make

inferences/conclusions

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