Nominal Data | Definition, Examples, Data Collection & Analysis

Nominal data is labelled into mutually exclusive categories within a variable. These categories cannot be ordered in a meaningful way.

For example, preferred mode of transportation is a nominal variable, because the data is sorted into categories: car, bus, train, tram, bicycle, etc.

Levels of measurement

The level of measurement indicates how precisely data is recorded. There are 4 hierarchical levels: nominal, ordinal, interval, and ratio. The higher the level, the more complex the measurement.


The 4 levels of measurement: nominal, ordinal, interval, and ratio


Nominal data is the least precise and complex level. The word nominal means “in name,” so this kind of data can only be labelled. It does not have a rank order, equal spacing between values, or a true zero value.

The only proofreading tool specialized in correcting academic writing - try for free!

The academic proofreading tool has been trained on 1000s of academic texts and by native English editors. Making it the most accurate and reliable proofreading tool for students.

Try for free

Examples of nominal data

At a nominal level, each response or observation fits only into one category.

Nominal data can be expressed in words or in numbers. But even if there are numerical labels for your data, you can’t order the labels in a meaningful way or perform arithmetic operations with them.

In social scientific research, nominal variables often include gender, ethnicity, political preferences or student identity number.

Examples of nominal variables
Variable Categories
Zip code
  • 2138
  • 90210
  • 1007
Political preferences
  • Republican
  • Democrat
  • Independent
Employment status
  • Employed
  • Unemployed
Literary genre
  • Comedy
  • Drama
  • Satire
  • Epic
  • Tragedy

Variable types that can be coded in only 2 ways (e.g. yes/no or employed/unemployed) are called binary or dichotomous. Since the order of the labels within those variables doesn’t matter, they are types of nominal variable.

How to collect nominal data

Nominal data can be collected through open- or closed-ended survey questions.

If the variable you are interested in has only a few possible labels that capture all of the data, use closed-ended questions.

Examples of closed-ended questions
What is your gender? Male
Prefer not to answer
Do you own a smartphone? Yes
What is your favorite movie genre? Romance

If your variable of interest has many possible labels, or labels that you cannot generate a complete list for, use open-ended questions.

Examples of open-ended questions
  1. What is your student ID number?
  2. What is your zip code?
  3. What is your native language?

How to analyze nominal data

To analyze nominal data, you can organize and visualize your data in tables and charts.

Then, you can gather some descriptive statistics about your data set. These help you assess the frequency distribution and find the central tendency of your data. But not all measures of central tendency or variability are applicable to nominal data.

Example: Nominal data set
You distribute a survey with a question asking respondents to select their political preferences from a list. Your data set is a list of response values.

Data set


To organize this data set, you can create a frequency distribution table to show you the number of responses for each category of political preference.

To create a simple frequency distribution table, list all possible categories in the variable in the left hand column and the number of responses for each category in the right hand column.

Political preference Frequency
Democrat 13
Republican 9
Independent 5
You can also convert the frequencies to percentages. To do so, divide each frequency by the total number of values and multiply this by 100.

Political preference Percent
Democrat 48.1%
Republican 33.3%
Independent 18.5%


Using these tables, you can also visualize the distribution of your data set in graphs and charts.

You can use your simple frequency distribution table to create a bar graph. Plot the categories on the x-axis and the frequencies on the y-axis.Displaying nominal data in a bar chart
You can use your percentage frequency distribution table to create in a pie chart. Each slice of the pie represents the proportion of the data set of a category. Displaying nominal data in a pie chart

Central tendency

The central tendency of your data set tells you where most of your values lie.

The mode, mean, and median are three most commonly used measures of central tendency. However, only the mode can be used with nominal data.

To get the median of a data set, you have to be able to order values from low to high. For the mean, you need to be able to perform arithmetic operations like addition and division on the values in the data set. While nominal data can be grouped by category, it cannot be ordered nor summed up.

Therefore, the central tendency of nominal data can only be expressed by the mode – the most frequently recurring value.

To find the mode of your nominal data set, look for the most frequently appearing value in your frequency table.

Since most participants in your study identify as Democrat, the mode is Democrat.

Statistical tests for nominal data

Inferential statistics help you test scientific hypotheses about your data. Nonparametric statistical tests are used with nominal data.

While parametric tests assume certain characteristics about a data set, like a normal distribution of scores, these do not apply to nominal data because the data cannot be ordered in any meaningful way.

Chi-square tests are nonparametric statistical tests for categorical variables. The goodness of fit chi-square test can be used on a data set with one variable, while the chi-square test of independence is used on a data set with two variables.

The chi-square goodness of fit test is used when you have gathered data from a single population through random sampling. To measure how representative your sample is, you can use this test to assess whether the frequency distribution of your sample matches what you would expect from the broader population.

Chi-square test for goodness of fit
Based on current data about your population, you expect 30% of your sample to identify as Democrat, 30% as Republican and 40% as Independent. Instead, your observed data show that 48% of your sample are Democrat, 33% Republican and 19% Independent.

The goodness of fit test statistic tells you how different what you observe is from what you would expect by chance. If the test statistic is zero, there is no difference between what you expect and what you observe.

With the chi-square test of independence, you can find out whether a relationship between two categorical variables is statistically significant.

Chi-square test of independence
If you collect data on employment status as well as political preferences for each participant, you can test whether there is a relationship between the two variables in your sample. Using hypothesis testing, you can formally assess whether two nominal variables from a single sample are independent of each other.

Here's why students love Scribbr's proofreading services

Discover proofreading & editing

Other interesting articles

If you want to know more about statistics, methodology, or research bias, make sure to check out some of our other articles with explanations and examples.

Cite this Scribbr article

If you want to cite this source, you can copy and paste the citation or click the “Cite this Scribbr article” button to automatically add the citation to our free Citation Generator.

Bhandari, P. (2023, June 21). Nominal Data | Definition, Examples, Data Collection & Analysis. Scribbr. Retrieved January 8, 2024, from

Is this article helpful?
Pritha Bhandari

Pritha has an academic background in English, psychology and cognitive neuroscience. As an interdisciplinary researcher, she enjoys writing articles explaining tricky research concepts for students and academics.