# Visualizing Data: Frequency Table and Dot Plots

Develop skills in analyzing data using frequency tables and dot plots. Explore the frequency of different values or categories to gain insights and make informed decisions based on data patterns and distributions.

DATA VISUALIZATION

Garima Malik

7/17/202318 min read

In the realm of data analysis, two essential tools for visualizing data patterns are the frequency table and dot plots. These techniques provide a clear and concise representation of the distribution of values in a dataset. In this article, we will explore the concepts of frequency tables and dot plots, their construction, and how they can be used to gain insights from data.

**Also Read**: Demystifying Basic Concepts in Statistics: Population, Sample, Variable, and Observation

## I. Understanding Frequency Tables:

### • Definition:

• A frequency table is a tabular representation that organizes data into distinct categories or intervals and displays the number of occurrences (frequency) of each category. It is a simple and effective way to summarize categorical or discrete data and gain insights into the distribution of values. The purpose of a frequency table is to provide a clear overview of how often each category appears in the dataset, allowing us to understand the relative prevalence of different values.

### • Purpose:

#### • Frequency tables serve several important purposes in data analysis:

**a. Summarizing Data:** By systematically presenting data, frequency tables make it easier to understand the distribution of values. This summary helps in identifying the most common and less common categories, as well as any outliers or unusual occurrences.

**b. Identifying Modes:** Modes are the values or categories that occur most frequently in the dataset. Frequency tables enable us to quickly identify these modes, which can provide valuable insights into the central tendency of the data.

**c. Comparing Categories:** With a frequency table, it becomes straightforward to compare the occurrences of different categories. This comparison helps in understanding the relative importance or prevalence of various groups or classes within the dataset.

**d. Data Organization:** Frequency tables arrange data in a structured format, which aids in easy reference and data management. When dealing with large datasets, frequency tables simplify the process of data organization and analysis.

**e. Preparing for Further Analysis:** Frequency tables are often used as a starting point for more advanced statistical analyses. They provide initial insights into the data distribution, helping analysts decide which statistical methods or visualizations are most appropriate for deeper exploration.

### Example:

Let's consider a simple example of recording the number of times a group of students achieved different grades in a test. The grades are categorized as A, B, C, D, and F.

#### Grades Frequency

1. A 10

2. B 15

3. C 12

4. D 8

5. F 5

In this frequency table, we can easily see that grade B appears the most frequently (15 times), making it the mode of the dataset. Grade F is the least common (5 times). The table offers a quick snapshot of the grade distribution and allows us to draw insights about the students' performance.

Frequency tables are the foundation for various statistical measures and graphical representations, making them an essential tool for any data analyst or researcher.

### 2. Constructing a Frequency Table:

#### Frequency tables are useful for summarizing categorical or discrete data.

**Follow these steps to construct a frequency table:**

#### Step 1: Identify the Distinct Categories or Intervals:

For categorical data, identify all the unique categories or classes present in the dataset. Each category represents a specific group or class that data points can belong to. For numerical data, you may choose to group the values into intervals or bins to create a grouped frequency table.

#### Step 2: Count the Number of Occurrences for Each Category:

Go through the dataset and count how many times each category or interval appears. This involves tallying or counting the occurrences of each unique value or value range in the data.

#### Step 3: Arrange Categories and Their Respective Frequencies in a Table:

**Create a table with two columns**: one for the categories or intervals and another for their corresponding frequencies. List the categories or intervals in one column and the counts of their occurrences in the adjacent column.

### Example - Constructing a Frequency Table:

Let's say you have collected data on the number of books read by a group of students in a month. The data consists of individual counts of books read, and you want to create a frequency table to understand the distribution.

#### Dataset:

5, 3, 7, 3, 2, 5, 4, 2, 6, 5, 3, 4, 6, 3, 2, 4, 5, 6, 7, 5

**Step 1: Identify Distinct Categories**

In this case, the distinct categories are the unique numbers present in the dataset: 2, 3, 4, 5, 6, and 7.

**Step 2: Count the Number of Occurrences for Each Category**

Count the occurrences of each number in the dataset:

• 2 appears 3 times

• 3 appears 4 times

• 4 appears 3 times

• 5 appears 5 times

• 6 appears 3 times

• 7 appears 2 times

**Step 3: Arrange Categories and Their Respective Frequencies in a Table:**

Books Read (Categories) Frequency

2 3

3 4

4 3

5 5

6 3

7 2

In this frequency table, we can observe the distribution of books read by the students. The table shows the number of students who read 2, 3, 4, 5, 6, or 7 books in a month, providing a clear representation of the data's distribution.

### 3. Analyzing a Frequency Table:

Frequency tables are valuable tools for understanding the distribution of categorical or discrete data. By analyzing the frequency table, you can gain insights into the dataset's characteristics and uncover interesting patterns.

**Here's a detailed analysis guide:**

#### • Identify the Mode(s):

• The mode(s) in a frequency table represent the value(s) with the highest frequency, i.e., the most frequent value(s) in the dataset. To identify the mode(s), look for the category or interval with the highest frequency count. In some cases, there might be a single mode (unimodal), while other datasets could have multiple modes (bimodal, trimodal, etc.).

#### • Calculate Relative Frequencies or Percentages:

• Relative frequencies (also known as proportions) or percentages help understand the proportion of each category relative to the total number of data points. To calculate relative frequencies, divide the frequency of each category by the total number of data points. To express them as percentages, multiply the relative frequencies by 100.

#### • Look for Patterns, Outliers, or Gaps in the Distribution:

• Carefully examine the frequency table for any patterns, unusual occurrences, outliers, or gaps. Patterns might indicate trends or regularities in the data. Outliers are values that deviate significantly from the rest of the data and can provide important insights into anomalies or exceptional cases. Gaps between categories may suggest missing data or potential issues with data collection.

**Example - Analyzing a Frequency Table:**

Consider the frequency table of the number of books read by a group of students in a month:

#### Books Read (Categories) Frequency

2 3

3 4

4 3

5 5

6 3

7 2

**Step 1: Identify the Mode(s):**

In this case, the number of books read with the highest frequency is 5, as it appears 5 times. Therefore, the mode of this dataset is 5.

**Step 2: Calculate Relative Frequencies or Percentages:**

To calculate relative frequencies, divide the frequency of each category by the total number of students (which is 20 in this case):

Relative Frequency = Frequency of Category / Total Number of Students

Books Read (Categories) Frequency Relative Frequency (Proportion) Percentage

2 3 3/20 15%

3 4 4/20 20%

4 3 3/20 15%

5 5 5/20 25%

6 3 3/20 15%

7 2 2/20 10%

**Step 3: Look for Patterns, Outliers, or Gaps in the Distribution:**

• The data appears to be relatively evenly distributed between 2, 3, 4, and 6 books read, with each having a frequency of 3, suggesting a balanced reading habit for these values.

• The mode (5 books read) stands out as the most common reading behavior among the students.

• There are no outliers or gaps in the dataset, indicating a consistent data collection process.

By analyzing the frequency table and calculating relative frequencies, we gain insights into the distribution of books read and the most common reading habits among the students. This information can be valuable for educators, researchers, or policymakers interested in encouraging reading habits among students.

## II. Exploring Dot Plots:

### 1. Definition and Purpose:

Dot plots, also referred to as dot charts or strip plots, are simple and effective visualizations used to represent the distribution of values in a dataset along a number line. In a dot plot, each data point is displayed as a dot above its corresponding value on the number line. The dots are stacked vertically when multiple data points have the same value, allowing for easy visualization of the density of data at specific points.

#### How Dot Plots Work:

**• For Categorical Data:** In a dot plot for categorical data, each unique category is listed along the horizontal axis, and dots are placed above the corresponding category for each occurrence in the dataset. The dots help visualize the frequency of each category and any variations in the data.

**• For Numerical Data:** In a dot plot for numerical data, a numerical axis is created along the horizontal or vertical axis, depending on the preference. Each data point is then represented by a dot placed at the corresponding value on the axis. If there are multiple data points with the same value, the dots are stacked vertically to show their frequency.

#### Purpose of Dot Plots:

**Dot plots serve several key purposes in data visualization and analysis:**

**a. Visualizing Distribution:** Dot plots provide an immediate visual impression of the distribution of data points along the number line. They allow you to observe the concentration of data and identify any patterns or clusters.

**b. Identifying Outliers: **Outliers, which are data points significantly different from the majority, stand out in dot plots. They can be easily spotted as individual dots that do not follow the general trend of the data.

**c. Comparing Distributions:** Dot plots are useful for comparing multiple datasets side by side. By overlaying dot plots of different datasets, you can quickly observe differences or similarities in their distributions.

**d. Highlighting Central Tendency:** The central tendency of the data, represented by the most common values or modes, is easily identifiable in dot plots. This information is crucial for understanding the typical value or range around which the data is clustered.

**e. Visualizing Small Datasets**: Dot plots are particularly effective for small datasets as they show each data point explicitly, ensuring that no information is lost due to summarization.

**Example of a Dot Plot:**

Let's consider a dot plot that visualizes the ages of a group of individuals:

Data: 28, 25, 32, 29, 30, 25, 27, 28, 31, 25, 26, 32, 26, 30, 27

#### Dot Plot:

25 ● ● ●

26 ● ●

27 ● ●

28 ● ●

29 ●

30 ● ●

31 ●

32 ● ●

In this dot plot, each dot represents one person's age, and the dots are stacked vertically for repeated ages. We can quickly observe the distribution of ages and identify that 25, 26, and 30 are the most common ages, with three individuals each. The ages 29 and 31 have one individual each, while ages 27, 28, and 32 have two individuals each. Additionally, there are no outliers present in this dataset.

Dot plots offer a concise and informative way to explore the distribution of data, making them a valuable tool in data analysis and visualization.

### 2. Creating a Dot Plot:

Creating a dot plot involves arranging a number line, placing a dot above the corresponding value for each data point, and stacking dots vertically when multiple data points share the same value.

**Here's a step-by-step guide on how to create a dot plot:**

#### Step 1: Determine the Range of Values:

Identify the minimum and maximum values in your dataset. This will help determine the range of the number line for your dot plot.

#### Step 2: Set Up the Number Line:

Decide whether you want to arrange the number line horizontally or vertically based on your preference and available space. Ensure that the number line covers the entire range of values in your dataset.

#### Step 3: Place Dots Above the Corresponding Values:

For each data point, find its corresponding value on the number line and place a dot directly above it. If multiple data points share the same value, stack the dots vertically above the value.

#### Step 4: Label the Number Line:

Label the number line with appropriate values to provide context for the dots. This helps viewers understand the corresponding values represented by the dots.

**Example - Creating a Dot Plot:**

Let's create a dot plot to represent the ages of a group of individuals using the following dataset:

**Data:** 28, 25, 32, 29, 30, 25, 27, 28, 31, 25, 26, 32, 26, 30, 27

#### Step 1: Determine the Range of Values:

The minimum age in the dataset is 25, and the maximum age is 32.

#### Step 2: Set Up the Number Line:

In this example, we will arrange the number line horizontally. The number line will span from 25 to 32, covering the range of ages.

#### Step 3: Place Dots Above the Corresponding Values:

We will place a dot above the number corresponding to each individual's age. If multiple individuals have the same age, we will stack the dots vertically above that number.

**Dot Plot:**

25 ● ● ●

26 ● ●

27 ● ●

28 ● ●

29 ●

30 ● ●

31 ●

32 ● ●

### Step 4: Label the Number Line:

**Label the number line with the corresponding values, representing the ages of the individuals:**

**Age:** 25 26 27 28 29 30 31 32

In this dot plot, each dot represents an individual's age. The dot plot provides a visual representation of the distribution of ages, with the most common ages being 25, 26, and 30, each represented by two dots. The ages 27, 28, and 32 are represented by one dot each, while the age 29 and 31 have no duplicates.

By creating a dot plot, you can easily visualize the distribution of values, identify common or rare occurrences, and assess the density of data points at different values.

### 3. Analyzing a Dot Plot:

Dot plots offer a visual representation of data distributions and patterns. By analyzing a dot plot, you can gain insights into the concentration of values, identify patterns or outliers, and compare distributions.

**Here's how you can analyze a dot plot effectively:**

#### • Observe the Density of Dots:

• Density refers to the number of dots in a specific region of the dot plot. Areas with a higher density of dots indicate a greater concentration of data points, while areas with fewer dots indicate sparser data. By observing the density, you can identify where the data is clustered and where it is more spread out along the number line.

#### • Identify Gaps or Clusters:

• Look for gaps or clusters of dots on the dot plot. A gap suggests that there are no data points within that region, which may indicate missing data or areas with fewer observations. Clusters, on the other hand, indicate groups of data points with similar values, revealing patterns or distinct subgroups in the data.

#### • Detect Outliers:

• Outliers are individual data points that significantly deviate from the majority of the data. In a dot plot, outliers appear as individual dots that do not align with the general trend of the data. Identifying outliers can provide valuable insights into unusual or exceptional cases in the dataset.

#### • Compare Multiple Dot Plots:

• To compare different datasets or categories, create multiple dot plots side by side. This visual comparison allows you to understand the similarities and differences in the distributions of each dataset. Look for overlapping regions, differences in density, or disparities in outlier patterns.

**Example - Analyzing a Dot Plot:**

Let's analyze a dot plot representing the ages of two groups of individuals: Group A and Group B.

**Dot Plot for Group A:**

Group A:

25 ● ● ● ● ●

26 ● ● ● ●

27 ● ● ● ●

28 ● ● ● ● ●

29 ● ●

30 ● ● ● ● ●

31 ● ●

32 ● ● ● ●

**Dot Plot for Group B:**

**Group B:**

25 ● ● ●

26 ● ● ● ● ● ●

27 ● ● ● ● ●

28 ● ● ● ● ● ● ● ● ● ●

29 ● ● ●

30 ● ● ● ● ●

31 ●

32 ● ● ● ●

**Analysis:**

**• Observing Density:**

• In both dot plots, ages 28 and 32 have the highest density of dots, indicating these ages are more common in both groups.

• Age 31 has a lower density in both plots, suggesting it is less prevalent in the datasets.

• Age 29 in Group A and age 28 in Group B also have lower densities, indicating that these ages are less common in their respective groups.

• Identifying Gaps or Clusters:

• In both plots, there are no data points for age 30 in Group A and age 31 in Group B, creating gaps in those regions.

• In Group A, there is a cluster of dots for ages 25 and 30, suggesting these ages are more concentrated in this group.

• In Group B, there is a significant cluster of dots for age 28, indicating a high concentration of individuals with this age.

**• Detecting Outliers:**

• In Group A, there is one outlier for age 29, appearing as a single dot away from the cluster.

• In Group B, there are two outliers for age 32, which are individual dots away from the rest of the data.

**• Comparing Dot Plots:**

• The two groups show some similarities, such as the high density of ages 28 and 32, but also differences, like the larger cluster for age 28 in Group B compared to Group A.

By analyzing the dot plots, we can better understand the age distributions of the two groups, identify patterns, and detect any differences or similarities between them. This analysis provides valuable insights into the characteristics of the datasets and aids in making informed decisions based on the data.

## III. Difference between Frequency Tables and Dot Plots and Their Utilization in Data Analysis and Research

Frequency tables and dot plots are two distinct techniques used in data analysis and research to summarize and visualize data distributions. Understanding their differences and applications is essential for effectively interpreting data. Let's explore the disparities between frequency tables and dot plots and their respective roles in data analysis and research.

### 1. Frequency Tables:

- Definition: A frequency table organizes data into categories or intervals and displays the frequency of occurrences for each category. It provides a clear snapshot of the data's distribution and highlights the most and least common values.

- Purpose: Frequency tables are instrumental in summarizing categorical or discrete data, identifying modes (most frequent values), and comparing the prevalence of different categories.

- Construction: To construct a frequency table, identify distinct categories or intervals, count the occurrences for each category, and organize them into a table format.

- Utilization: Frequency tables serve as a foundational tool for various statistical measures, graphical representations, and further advanced data analysis.

### 2. Dot Plots:

- Definition: A dot plot represents data points as dots along a number line, displaying the distribution of values and their density. Each dot corresponds to an individual data point, and they are stacked vertically when multiple points share the same value.

- Purpose: Dot plots are effective in visualizing the spread and density of data, identifying outliers, and understanding patterns or clusters.

- Creation: To create a dot plot, arrange a number line horizontally or vertically based on the data range, place dots above the corresponding values, and stack them vertically when multiple data points align.

- Utilization: Dot plots are particularly useful for small datasets, allowing an immediate visual impression of the data distribution and enabling comparisons between multiple datasets.

#### Usage in Data Analysis and Research:

- Frequency tables are commonly used for organizing and summarizing data, especially categorical data with distinct groups. They help researchers quickly grasp the distribution of data and identify dominant categories or trends.

- Dot plots, on the other hand, offer a visual representation of data spread and density, enabling the detection of outliers and identifying patterns that may be less evident in tabular data. They are valuable when comparing small datasets or investigating data with discrete values.

In conclusion, frequency tables and dot plots are both essential tools in data analysis and research, each with its unique strengths. Frequency tables excel at categorizing and summarizing data, while dot plots provide a visual and intuitive way to explore data distributions. By understanding the distinctions between these techniques and leveraging their respective benefits, researchers can gain valuable insights and make informed decisions based on data analysis.

## IV. Frequency Tables and Dot Plots: Utilizing Categories and Quantitative Information

In data analysis, frequency tables and dot plots play crucial roles in handling categorical and quantitative information. Understanding these techniques and how they utilize categories and numerical data is essential for gaining insights from datasets. Let's delve into the significance of frequency tables and dot plots in analyzing and visualizing both types of information.

### 1. Frequency Tables:

- Purpose and Function: Frequency tables are instrumental in organizing and summarizing categorical data. They present a tabular representation of distinct categories and their respective frequencies, providing a clear overview of data distribution.

- Categories: Frequency tables are specifically designed to handle data organized into categories or groups. They are useful for analyzing data with non-numeric attributes, such as gender, ethnicity, or product types.

- Utilization: Researchers utilize frequency tables to identify the most common and least common categories, recognize trends, and assess the prevalence of various groups in a dataset.

### 2. Dot Plots:

- Purpose and Function: Dot plots offer a visual representation of the distribution of quantitative data along a number line. Each data point is represented by a dot, and the vertical stacking of dots represents the density of values at different points on the number line.

- Quantitative Information: Dot plots are particularly well-suited for visualizing numerical data. They effectively display individual data points and allow for a quick assessment of data spread and density.

- Utilization: Researchers use dot plots to identify patterns, clusters, and outliers in numerical data. They are especially valuable for visualizing small datasets and making comparisons between different data distributions.

#### Using Categories and Quantitative Information:

- Frequency tables and dot plots cater to distinct types of information in data analysis. Frequency tables are employed when dealing with categorical data, while dot plots are preferred for visualizing quantitative data.

- When conducting research, it is essential to choose the appropriate tool based on the nature of the data. Categorical data benefits from the structure provided by frequency tables, making it easier to conclude group characteristics.

- In contrast, dot plots are ideal for understanding the distribution and patterns present in numerical data. Their visual nature aids in spotting outliers, clusters, and trends that might not be evident in tabular form.

In conclusion, both frequency tables and dot plots are valuable instruments in data analysis, each offering unique advantages in handling categorical and quantitative information. By correctly utilizing these techniques, researchers can effectively explore data distributions, gain insights, and make informed decisions based on the specific attributes of their datasets.

## V. Conclusion:

In conclusion, frequency tables and dot plots are indispensable tools in the world of data analysis and visualization. They provide valuable insights into data distributions and help researchers and analysts make informed decisions based on the data at hand.

Frequency tables organize data into distinct categories, presenting a concise overview of how frequently each category appears in the dataset. They are particularly useful for summarizing categorical or discrete data and identifying the most common and less common values. By constructing frequency tables, researchers can quickly grasp the prevalence of different categories, recognize patterns, and draw meaningful conclusions from the data.

On the other hand, dot plots offer a visual representation of numerical data, displaying individual data points as dots along a number line. They provide an intuitive way to understand data spread and density, allowing analysts to spot outliers, detect clusters, and identify patterns that might not be evident in other forms of data representation. Dot plots are especially valuable when visualizing small datasets and comparing distributions between different groups.

Both frequency tables and dot plots have their unique strengths, and together, they form a powerful toolkit for data analysis. By employing these techniques, analysts can gain valuable insights into data patterns, trends, and anomalies, facilitating better decision-making and deeper exploration of the underlying data.

In summary, frequency tables and dot plots are essential tools that researchers and analysts can rely on to understand the distribution and characteristics of their data, making them indispensable assets in various fields, from scientific research to business analytics.

## VI. Resources

### For further learning and exploration of frequency tables and dot plots, as well as data analysis in general, here are some valuable resources:

#### 1. Online Tutorials and Courses:

**- Khan Academy:** Khan Academy offers free courses on statistics and data analysis, including topics on frequency tables and dot plots.

**- Coursera:** Coursera provides various data science and statistics courses from top universities and institutions that cover data visualization and analysis techniques.

**- Udemy:** Udemy offers a wide range of courses on data analysis, data visualization, and statistical analysis.

#### 2. Books:

**- "The Visual Display of Quantitative Information" by Edward R. Tufte:** This classic book explores various data visualization methods, including dot plots, and offers insights on effective data presentation.

**- "Data Points: Visualization That Means Something" by Nathan Yau**: This book explores the power of data visualization and includes examples of dot plots and other visualizations.

#### 3. Data Visualization Tools:

**- Tableau:** Tableau is a popular data visualization tool that allows users to create interactive and dynamic visualizations, including dot plots.

**- ggplot2 (in R):** ggplot2 is an R package for data visualization that provides powerful tools for creating customized dot plots and other graphics.

#### 4. Online Data Analysis Platforms:

**- Google Sheets:** Google Sheets offers basic data analysis and visualization features, including creating frequency tables and simple dot plots.

**- Microsoft Excel:** Microsoft Excel provides data analysis tools and chart options, suitable for basic visualizations, including dot plots.

#### 5. Data Analysis Blogs and Websites:

**- DataCamp Blog:** The DataCamp blog covers various data science topics, including data analysis and data visualization techniques.

**- FlowingData:** FlowingData is a popular data visualization blog that explores different types of visualizations, including dot plots.

#### 6. Data Analysis Communities:

**- Reddit - r/dataisbeautiful:** The subreddit r/dataisbeautiful showcases various data visualizations, providing inspiration and insights into data analysis techniques.

**- Stack Overflow:** Stack Overflow is a community of programmers and data analysts where you can ask questions and find answers related to data analysis and visualization.

**Note:** Remember to verify the credibility of the sources and use multiple resources to enhance your understanding of data analysis, frequency tables, dot plots, and other data visualization techniques. Continuous learning and practice are essential to becoming proficient in data analysis and making the most of these powerful tools.

## VII. FAQs About Frequency Tables and Dot Plots

### Here are some frequently asked questions about frequency tables and dot plots:

#### 1. What is a frequency table, and how is it useful in data analysis?

A frequency table organizes data into distinct categories and displays the frequency of occurrences for each category. It provides a snapshot of data distribution and helps summarize categorical or discrete data, identifying common values, and recognizing patterns.

#### 2. How do I construct a frequency table for my data?

To construct a frequency table, identify the distinct categories in your dataset, count the occurrences of each category, and organize them in a tabular format with category names and corresponding frequencies.

#### 3. What is a dot plot, and how does it aid in data visualization?

A dot plot represents data points as dots along a number line, visually displaying the distribution and density of numerical data. Each dot corresponds to an individual data point, and vertical stacking of dots indicates data density at specific points on the number line.

#### 4. How do I create a dot plot for my dataset?

To create a dot plot, arrange a number line horizontally or vertically based on the range of your numerical data, place a dot above the corresponding value for each data point, and stack dots vertically if multiple data points share the same value.

#### 5. What insights can I gain from analyzing a dot plot?

Analyzing a dot plot allows you to observe data spread, identify clusters and outliers, and understand patterns in the data. It provides an intuitive way to compare distributions and spot significant data points.

#### 6. When should I use a frequency table, and when is a dot plot more suitable?

Use a frequency table when you have categorical or discrete data and want a concise summary of category frequencies. Choose a dot plot for visualizing numerical data and gaining insights into data density and distribution.

#### 7. Are there software tools that can help me create frequency tables and dot plots?

Yes, there are various software tools available for creating frequency tables and dot plots. Microsoft Excel, Google Sheets, R (using ggplot2), and data visualization platforms like Tableau are popular options.

#### 8. How can I use frequency tables and dot plots in my research or data analysis projects?

Frequency tables and dot plots are fundamental tools for exploratory data analysis. Use frequency tables to understand the distribution of categorical data and dot plots to visualize numerical data patterns. They aid in uncovering trends, making comparisons, and drawing valuable conclusions from your datasets.

**Note:** By understanding these frequently asked questions and utilizing frequency tables and dot plots effectively, you can enhance your data analysis skills and gain meaningful insights from your data.