Introduction to Graphs

What is Introduction to Graphs Class 8: A Clear Guide

By ConceptScroll Team · Published on 19 June 2026 · 4 min read

What is Introduction to Graphs Class 8? It is the study of representing data visually using graphs, a key concept in your NCERT Maths syllabus. This chapter teaches you how to plot points, read graphs, and understand their practical uses.

Understanding Graphs: Definition and Importance

Graphs are visual tools that represent data using points, lines, or bars. In Class 8 NCERT Mathematics, graphs help you understand how data changes and relate to real-world situations. Instead of just numbers, graphs show patterns clearly, making it easier to solve problems and analyse information.

Graphs are used in many fields like weather forecasting, sports statistics, and business sales. Learning graphs improves your ability to interpret data quickly and accurately.

The Coordinate Plane: X-axis and Y-axis Explained

A graph is drawn on a coordinate plane made up of two perpendicular lines called axes:

  • X-axis: Horizontal line
  • Y-axis: Vertical line

The point where these axes meet is called the origin (0, 0).

Each point on the graph is represented by an ordered pair $(x, y)$, where:

  • $x$ is the distance from the origin along the x-axis
  • $y$ is the distance from the origin along the y-axis

For example, the point $(3, 2)$ means move 3 units right on the x-axis and 2 units up on the y-axis.

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Types of Graphs Covered in Class 8 NCERT

Class 8 NCERT introduces two main types of graphs:

1. Line Graphs: Points representing data are plotted and joined by straight lines. They show how values change over time or with respect to another variable.

2. Bar Graphs: Data is shown using rectangular bars. The height or length of each bar represents the quantity.

Graph TypeRepresentationUse Case
Line GraphPoints connected by linesShowing trends over time
Bar GraphBars of varying height/lengthComparing quantities

Both types help visualize data differently but effectively.

How to Plot Points on a Graph: Step-by-Step

Plotting points accurately is essential in graphing. Follow these steps:

1. Draw the x-axis (horizontal) and y-axis (vertical) intersecting at the origin. 2. Mark equal units on both axes. 3. Take the ordered pair $(x, y)$. 4. Move $x$ units along the x-axis (right if positive, left if negative). 5. From that position, move $y$ units along the y-axis (up if positive, down if negative). 6. Mark the point.

Example: Plot the point $(4, 3)$:

  • Move 4 units right on x-axis
  • Move 3 units up on y-axis
  • Mark the point

Repeat for all points to complete the graph.

Reading and Interpreting Graphs in Real Life

Once a graph is plotted, you can read and interpret the data it shows:

  • Identify what each axis represents (e.g., time, distance, temperature).
  • Observe how points or bars change along the axes.
  • Look for trends: increasing, decreasing, or constant.
  • Use the graph to answer questions like "What was the highest value?" or "When did the value change?"

For example, a line graph showing temperature over a week helps you know which day was hottest or coldest.

Understanding graphs helps in exams and daily life decisions.

Worked Example: Plotting and Reading a Line Graph

Problem: The number of books read by a student over 5 months is:

MonthJanFebMarAprMay
Books24356

Solution:

1. Draw x-axis for months and y-axis for number of books. 2. Plot points: (Jan,2), (Feb,4), (Mar,3), (Apr,5), (May,6). 3. Join points with straight lines.

Interpretation: The graph shows an increasing trend in books read, with a slight dip in March.

This example demonstrates how to plot data and use the graph to understand trends.

Frequently asked questions

What is the main purpose of graphs in Class 8 Maths?

Graphs help visually represent data to understand patterns and trends easily.

How do you plot a point on the coordinate plane?

Move along the x-axis first, then move up or down the y-axis to mark the point.

What are the two main types of graphs in Class 8 NCERT?

Line graphs and bar graphs are the primary types covered.

Why is the origin important in graphing?

The origin (0,0) is the starting point where x-axis and y-axis intersect.

How can graphs help in real-life situations?

Graphs make it easier to analyze data like weather, sales, or sports statistics.

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