Measurement and Scaling: Fundamentals and Comparative Scaling
True/False Questions
- There are three primary scales of measurement: nominal, ordinal, and ratio.
(False,
- Only a limited number of statistics, all of which are based on frequency counts, are permissible on the numbers in a nominal scale.
(True,
- In addition to the counting operation allowable for nominal scale data, ordinal scales permit the use of statistics based on percentiles.
(True,
- Statistical techniques that may be used on interval scale data include all of those that can be applied to nominal, ordinal, and ratio data.
(False,
- All statistical techniques can be applied to ratio data.
(True,
- Comparative scales involve the direct comparison of stimulus objects.
(True,
- Non-comparative scales data are generally assumed to be interval or ratio scaled.
(True,
- Paired comparison scaling is useful when the number of brands is large, because it requires direct comparison and overt choice.
(True,
- In constant scaling, if an attribute is twice as important as some other attribute, it receives twice as many points.
(True,
- It is the obligation of the researcher to obtain data that are most appropriate, given the research questions to be answered.
(True,
- It may be difficult to implement specialized scales such as the Q-sort on the Internet.
(True,
Multiple Choice Questions
- _____ is the generation of a continuum upon which measured objects are located.
- Ranking
- Measurement
- Scaling
- Rating
(c,
- Consider a scale from 1 to 100 for locating consumers according to the characteristic “attitude toward department stores.” Each respondent is assigned a number from 1 to 100 indicating the degree of (un)favorableness, with 1 = extremely unfavorable, and 100 = extremely favorable. _____ is the actual assignment of a number from 1 to 100 to each respondent. _____ is the process of placing the respondents on a continuum with respect to their attitude toward department stores.
- Measurement; Scaling
- Scaling; Ranking
- Scaling; Measurement
d.Ranking; Measurement
(a,
- When a _____ scale is used for the purpose of identification, there is a strict one-to-one correspondence between the numbers and the objects.
- nominal
- ordinal
- interval
- ratio
(a,
- Which of the following statistics is not permissible with nominally scaled data?
- chi-square
- median
- range
- both b and c are not permissible
(d,
- The rankings of teams in a tournament constitute a _____ scale.
- nominal
- ordinal
- interval
- ratio
(b,
- Which of the following statistics is permissible with ordinally scaled data?
- percentages
- mode
- rank order correlation
- all of the above
(d,
- In business research, attitudinal data obtained from rating scales are often treated as _____ data.
- nominal
- ordinal
- interval
- ratio
(c,
- Which of the following statistics is not permissible for interval data (Table 8.1)?
- factor analysis
- harmonic mean
- binomial test
- t-tests
(b,
- In business, sales, cost, market share, and number of customers are variables measured on a _____ scale.
- nominal
- ordinal
- interval
- ratio
(d,
- Which of the following statements is not true about the comparative scales technique?
- An example of using comparative scales is asking respondents to evaluate Coke on a 1 to 6 preference scale.
- Comparative scale data must be interpreted in relative terms and have only ordinal or rank order properties.
- Comparative scaling is also referred to as non-metric scaling.
- Comparative scales include paired comparisons, rank order, and constant sum scales.
(a,
- Which of the following scales is not a type of comparative scale?
- semantic differential
- constant sum
- Likert
- both a and c
(d,
- Which of the following is not a type of non-comparative scale?
- semantic differential
- constant sum
- Likert
- both a and c
(b,
- _____ scaling and _____ scaling both are comparative in nature. Both result in ordinal data and might result in the respondent disliking the brand ranked 1 in an absolute sense.
- Paired comparison; constant sum
- Rank order; paired comparison
- Rank order; constant sum
- Q-sort; constant sum
(b,
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