Multiple Choice
On a survey, age was divided into three categories: younger than 18 years, 18 to 21 years, and older than 21 years. The researcher computed the mean age of the respondents by adding up the scores and then dividing by the number of cases. Why was this a mistake?
A) because the data are interval-ratio and should not be treated as ordinal
B) because the data are only nominal and should not be treated as ordinal
C) because the data are continuous and should not be treated as discrete
D) because the data are ordinal and should not be treated as interval-ratio data
Correct Answer:

Verified
Correct Answer:
Verified
Q45: Which of the following always happens when
Q46: What is the purpose of the expression
Q47: What is the purpose of measures of
Q48: According to the text, why is the
Q49: Table 3.1 Data Set of Six Volunteers
Q51: The distribution of student test scores is
Q52: An army recruit scored in the 80th
Q53: Researchers wish to compare the dispersion of
Q54: Which set of scores shows the greatest
Q55: Suppose a distribution has an outlying value