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Cnsl 503 Comprehensive Exam Script Complete Questions Verified Solutions.pdf

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CNSL 503 COMPREHENSIVE EXAM SCRIPT COMPLETE QUESTIONS VERIFIED SOLUTIONS.pdf

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CNSL 503 COMPREHENSIVE EXAM SCRIPT COMPLETE QUESTIONS VERIFIED
SOLUTIONS
CNSL 503 Questions and Answers Verified Solutions
Latest Update 2026/2027

Question:
Probability cannot be.

Answer:
negative or greater than 1



Question:
Probability is usually reported as a.

Answer:
decimal



Question:
Probability is the same as.

Answer:
proportion



Question:
relative frequency method.

Answer:
repeating observations many times and counting the number of times an outcome occurs



Question:
formula for relative frequency method.

Answer:

,p(A)= (number of times A happened)/(total number of observations)



Question:
statistical significance.

Answer:
when a result is not likely to be from the population (far into extremity/outlier)



Question:
p value.

Answer:
the probability of obtaining the sample statistic observed or more extreme from the original
population



Question:
By convention, if p is less than or equal to 0.05, the result is considered.

Answer:
statistically significant (possible, but unlikely)



Question:
other commonly used cutoffs.

Answer:
p is less than or equal to 0.01 and 0.001



Question:
hypothesis testing.

Answer:
the formal process by which the sample data is used to evaluate a statistical hypothesis

, Question:
statistical hypothesis.

Answer:
a claim about a population



Question:
Hypothesis testing is based on.

Answer:
probability, its not black and white; about making a best guess



Question:
4 steps of hypothesis testing.

Answer:
1. state the hypothesis 2. establish the decision criteria 3. collect data and compute sample statistics
4. make a decision



Question:
2 hypotheses.

Answer:
null and alternative



Question:
null hypothesis H0.

Answer:
states that the treatment has no effect on the unknown population parameter and there is no
relationship between the variables; the unknown population with treatment is the same as the known
population without treatment

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