Study Notes • Revision Questions • MCQs
1. Definition
Data visualization presents data using charts, graphs, maps, and dashboards so people can understand patterns,
comparisons, trends, and relationships.
2. Benefits
• Simplifies complex data.
• Helps identify trends and outliers.
• Supports evidence-based decisions.
• Communicates findings quickly.
3. Common Chart Types
Bar chart: Compares categories.
Line chart: Shows trends over time.
Pie chart: Shows parts of a whole; best for a few categories.
Histogram: Shows the distribution of numerical values.
Scatter plot: Shows the relationship between two numerical variables.
Box plot: Summarizes a distribution using median, quartiles, and possible outliers.
Heat map: Uses color to represent values in a grid.
Map: Shows geographic patterns.
4. Good Design Principles
• Match the chart to the question and data.
• Use a clear title, labels, units, and readable scales.
• Keep the design simple and avoid distracting decoration.
• Use consistent colors and sufficient contrast.
• Avoid misleading axes, distorted proportions, and unnecessary 3D effects.
• Give relevant context, dates, and data sources.
• Do not rely on color alone to communicate meaning.
5. Data Quality and Common Mistakes
Check missing values, duplicates, inconsistent units, biased samples, and unclear definitions. Do not cherry-pick dates
or categories to exaggerate a result. A visualization is only as trustworthy as the data and choices behind it.
6. Visualization Workflow
1. Define the question.
2. Collect suitable data.
3. Clean and organize it.
4. Select an appropriate chart.
5. Add labels, units, title, and context.
6. Check accuracy, accessibility, and clarity.
7. Explain findings without overstating conclusions.
7. Short Questions and Answers
Q1. What is data visualization? Presenting data visually to reveal patterns and trends.
Q2. Which chart shows trends over time? A line chart.
Q3. What does a histogram show? The distribution of numerical data.
Q4. What does a scatter plot show? The relationship between two numerical variables.
Q5. What is an outlier? A value noticeably different from the general pattern.
Q6. Why do labels and units matter? They clarify what values represent.
Q7. Why avoid misleading axes? They can exaggerate or hide differences.
Data Visualization Study Notes Page 1