158k views
1 vote
A study is conducted to determine if the age at which an individual can receive a driver's license should be increased. One

hundred people at a local high school are asked to take a survey.

The survey is composed of 5 statements to which people respond on a scale of 1-5. A response of 5 indicates strong
agreement with the statement and a response of 1 indicates strong disagreement with the statement. The results to the
statement, "The age at which an individual can receive a driver's license should not be increased." shows an average
response score of 1.5 and a standard deviation of 0.3.

One conclusion in the report of the study states that there may be a causal relationship between the age of those surveyed and
their responses.

Which statement regarding the report is true?

A)The report inaccurately stated the results of the survey because the majority of those surveyed were likely
teenagers.

B)The report accurately stated the results because the sample size was sufficient.

C)The report accurately stated the results of the survey because the majority obse surveyed were likely teenagers.
Reading Off

D)The report inaccurately stated the results because teenagers are likely to oppose an increase in the age
requirement.

User Hidar
by
8.1k points

1 Answer

7 votes

Answer: B) The report accurately stated the results because the sample size was sufficient.

Explanation:

The given statement in the report about a possible causal relationship between age and responses cannot be determined solely based on the information provided. However, the statement can be considered accurate because the sample size of 100 people from a local high school was sufficient to provide reliable results. The fact that the majority of those surveyed were teenagers does not make the report inaccurate or unreliable. The mean response score of 1.5 and the standard deviation of 0.3 are valid indicators of the attitudes of the surveyed group towards the age at which an individual can receive a driver's license.

User Dapaz
by
7.7k points