is environmental advertising nominal and ordinal scale
nominal
It is on the interval scale.
Ordinal. Tests responses are usually correct or incorrect. This would be assigned a value and the number of correct answers is the score of the test. There is a logical order, a correct answer is better than an incorrect answer, so it is not nominal data. Even though we calculate averages, test responses are not interval data, as there is no meaning to the interval. See related link.
Education should be treated as a nominal scale because the years spent between two grades are not same for all the grades. i.e. difference between Jr. College and Sr. College isn't same as between graduation and post-graduation.
It is an ordinal scale.
Nominal Scale < Ordinal< Interval < Ratio
Ordinal. Though more likely interval or even ratio scale.
Nominal
On the "category axis", the scale may be nominal, ordinal, interval or ratio scale. On the frequency axis the scale must be numerical.On the "category axis", the scale may be nominal, ordinal, interval or ratio scale. On the frequency axis the scale must be numerical.On the "category axis", the scale may be nominal, ordinal, interval or ratio scale. On the frequency axis the scale must be numerical.On the "category axis", the scale may be nominal, ordinal, interval or ratio scale. On the frequency axis the scale must be numerical.
nominal
It is on the interval scale.
It is an ordinal since gingival index uses 0-3 scale
The four types of scales are: Nominal Scale. Ordinal Scale. Interval Scale. Ratio Scale.
Nominal or category;Ordinal scale;Interval scale; andRatio scale.
Nominal, ordinal, interval and ratio. Please see the link.
It is a ratio scale. You can say that one shirt in k times as expensive as another.
Multiple choice tests are not based on a ratio scale; they are typically considered nominal or ordinal scales. The responses represent categories (nominal) or ranked preferences (ordinal), but do not provide meaningful intervals or a true zero point, which are essential characteristics of a ratio scale. In a ratio scale, both differences and ratios between values have significance, which is not applicable to multiple choice answers.