What are visualizations in data science?

Key takeaways:

  • Data science relies on visualization to transform complex information into simple visuals so that everyone can understand the patterns in the unorganized data.

  • Understanding data types is important before heading to visualization, as quantitative and qualitative data need different visualization methods.

  • Choosing the right visualization affects how well information is shared and understood by the audience.

  • Various visualization techniques, like bar charts and pie charts, serve specific purposes and help convey information clearly.

  • Data visualization simplifies data, enabling everyone—from teachers to business leaders, to make informed decisions.

Why is data visualization important for data scientists?

Data visualization is important for data scientists as it turns complex data into easy-to-understand visuals. Charts and graphs help people see patterns and trends quickly, making it simpler to communicate insights. This clear representation helps in decision-making, ensuring that everyone understands the key findings from the data.

By effectively visualizing data, we can better understand its diverse nature. A variety of data exists in data science. Some data is in the form of numbers, while some exist as categories. Different types of data need to be represented differently.

Types of data

Data can be broadly classified into two main categories: quantitative and qualitative.

  • Quantitative data exists in the form of quantities or numbers. This includes the population of a country, the weight of a person, or the number of days in a week.

  • Qualitative data exists as categories. It is non-numerical in nature. This includes categories of sex, daily weather, or types of degrees in a university.

Both qualitative and quantitative data can be subdivided into further categories. The illustration below summarizes the types of data:

Classification of data
Classification of data

Types of quantitative data

Quantitative data can be subdivided into two main categories: discrete and continuous data.

  • Discrete data refers to data in whole numbers. They can take certain fixed values only. These include the number of days in a month, the age of a person, or the number of siblings.

  • Continuous data spans a range of values. It is not fixed and can also have decimal numbers. Examples include a student’s GPA or a car’s speed.

Types of qualitative data

Qualitative data can be subdivided into two main categories: nominal and ordinal data.

  • Nominal data does not have an order amongst it. It cannot be ranked in any way. This includes categories of sex or ethnicity.

  • Ordinal data has some order within it. It can be ranked from high to low, good to bad, or vice-versa. This includes levels of education in school, survey responses on a Likert scale, or Yelp ratings.

Types of visualizations

Data can be represented using visualizations. Visualizations help in providing an overview of the data along with summary statistics. The diversity of data types and the specific nature of each problem require different visualizations to convey insights effectively. We’ll discuss some prominent visualizations below:

Bar Chart

A bar chart can be used to represent the counts of qualitative data. It can also be used to represent quantitative data if it belongs to some category.

A bar chart has categories on the x-axis and counts or values on the y-axis. It is used to compare different values, items, and categories of data.

Usage example

For example, bar charts can show the number of students of different genders in a university. Genders will be on the x-axis as categories, and counts will be on the y-axis. Bar charts can also be used to show voting results for a particular questionnaire, as shown on the right.

Bar chart
Bar chart

Pie chart

A pie chart is used to represent the proportions of different categories of qualitative data. A pie (circle) is divided into different segments, where each segment represents a category. The size of the segment is based on the proportion of actual data.

Pie charts show what percentage of the whole is made up of each category. It is used to indicate the spread of data.

Usage example

Pie charts can represent the percentage of male and female students in a class and show the proportion of responses in a survey questionnaire, as shown on the right.

Pie chart
Pie chart

Histogram

A histogram is used to represent quantitative continuous data. It represents a distribution, which means the total proportion of columns equals the total number of values in the data. The figure on the right shows the distribution of student heights. We can count the number of students by taking the sum of the counts of each column.

Since histograms represent quantitative continuous data, data exists as ranges. Each column has a lower bound and an upper bound. For example, the figure on the right shows heights with the buckets of a 5 cm difference. The length of each column shows the scaled value occupied by each range.

Usage example

A histogram can be used to show the heights or weights of a group of students.

Histogram
Histogram

Scatter plot

A scatter plot is used to represent quantitative data. It is used to show a trend.

A scatter plot consists of two numerical variables. It shows the trend of the second variable when the first variable increases. Similarly, it can be used to show the trend over time. In this case, years of service is our first variable. Each circle represents a person.

Usage example

A scatter plot can show the population growth over time or the trend of units sold relative to revenue.

Scatter plot
Scatter plot

Box plot

A box plot is used to highlight summary statistics of quantitative data. A box plot shows the percentiles, median, and outliersOutliers refer to anomalies in data. They can be caused by incorrect measurement or recording of data values. in a dataset.

Usage example

A box plot can be used to display the distribution of test scores for a single exam, showing the median score, the range of scores, and any outliers among students.

Box plot
Box plot

Comparison table

Here’s a comparison table that helps to quickly compare the different types of visualizations, their corresponding data types, and specific use cases.

Visualization Type

Data Type

Description

Application Example

Bar Chart

Categorical (Qualitative or Quantitative)

Compares counts of different categories of data

To analyze voting results in surveys or elections

Pie Chart

Categorical (Qualitative)

Represents proportions of categories

Often used in marketing to show market share distribution

Histogram

Quantitative (Continuous)

Distributes continuous data into bins

Used in finance to analyze stock price fluctuations over time

Scatter Plot

Quantitative

Displays the relationship between two numerical variables

To visualize the relationship between temperature and crop yield in agriculture

Box Plot

Quantitative

Summarizes data spread and detects anomalies

For comparing the distribution of blood pressure readings across different age groups

This table provides a clearer comparison of the types of visualizations, what kind of data they represent, and the practical applications of each in the real world.

Applications of data visualizations in real-life

Data visualizations are used in many real-life situations to help people understand and make decisions based on data. Here are a few examples of how they are applied:

  1. Business: Companies use data visualizations to track their sales, profits, and customer behavior. For instance, a streaming service like Netflix might use data visualization techniques like a bar chart to compare the performance of different genres and see which genres are the most popular. Or a store like Walmart can perform data visualization to observe which items are being sold better than the others.

  2. Healthcare: In hospitals, visualizations like line charts and pie charts track patient recovery, the spread of diseases, and the effectiveness of treatments. Doctors can quickly spot trends and make decisions based on this data.

  3. Navigation: Navigation apps like Google Maps use visualizations to show traffic conditions, routes, and distances between locations. Heat maps can show traffic density at a given time, helping users choose faster routes and avoid congested areas.

  4. Education: Teachers and schools use data visualizations to monitor student performance. For example, a school might use a scatter plot to show the relationship between study time and test scores, helping students see how their efforts pay off.

  5. Public administration: Governments use visualizations to communicate important information to the public, such as showing population growth with census data through maps and charts.

Conclusion

To sum up, data visualization simplifies the process of understanding complex datasets by turning them into easy-to-read visuals. This helps data scientists, even non-scientists, present their discoveries clearly, allowing others to grasp patterns and trends effortlessly. It, therefore, bridges the gap between raw data and actionable insights. This ability of data visualization to communicate data effectively is essential across industries, helping drive better decisions and meaningful results.

Want to get hands-on with data visualization? Try out the following projects:

Frequently asked questions

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What is visualization in data science?

Data visualization is the process of creating visual representations like charts and graphs to help understand data more easily.


What are the types of data visualization?

Types of data visualizations include bar charts, pie charts, histograms, scatter plots, box plots, etc.


What are examples of data visualizations?

Some examples of data visualizations are pie charts showing survey results, bar charts comparing sales, and scatter plots tracking trends over time.


What are the steps in data visualization?

The steps in data visualization are:

  1. Collecting data
  2. Selecting the right type of chart
  3. Designing the visualization
  4. Interpreting the results.

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