Nominal
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Transcript of Nominal
![Page 1: Nominal](https://reader036.fdocuments.in/reader036/viewer/2022082321/55851f47d8b42aea748b4b80/html5/thumbnails/1.jpg)
Levels of Measurement of Data
Measurement, it is assigning a numerical value to a variable. For example, the reading of a thermometer is 35ºC, or when examining bulbs, 3 are defective.
a.Nominal Data (Classificatory Scale) is the weakest level of measurement where numbers or symbols are used simply for categorizing subjects into different groups.Examples: Gender ->M= Male, F = Female
Marital Status -> 1 = Single, 2= Married,
3=Widowed, 4 = Separated
![Page 2: Nominal](https://reader036.fdocuments.in/reader036/viewer/2022082321/55851f47d8b42aea748b4b80/html5/thumbnails/2.jpg)
b. Ordinal Data (Ranking Scale) contains properties of the nominal level and in addition, the numbers assigned to categories of any variable may be ranked or ordered in some low- to high manner. This type of data, numbers represents “greater than” or “less than” measurements.
Examples: -Year Level -> 1=1st yr, 2= 2nd yr,3 =3rd yr,4 = 4th yr- Ratings -> 1= Poor, 2= Fair, 3= Good, 4 = Excellent
![Page 3: Nominal](https://reader036.fdocuments.in/reader036/viewer/2022082321/55851f47d8b42aea748b4b80/html5/thumbnails/3.jpg)
c.Interval Data has the properties of the ordinal and in addition, the distances between any two numbers on the scale are known sizes, interval scale must have a common and constant unit of measurement ( unit of measurement is arbitrary and there is NO ZERO point).
Examples: -IQ Level-Temperature
d. Ratio contains all the properties of the interval level and in addition, has a TRUE ZERO pointExamples: -Scores in a certain test
-Age ( in years )-Election vote-Weight, height, length, area,
volume, density, velocity, money, etc.