Subscribe to our ▶️YouTube channel🔴 for the latest videos, updates, and tips.
Home | About Us | Contact Us | Privacy | Math Blog
Examples of Pictographs
Some sample examples on pictographs or pictorial representation are shown, how the objects are used to give information regarding mathematical data.
Read the pictograph and gather the information from the different objects whose pictures or symbols are used in the table.
Some solved examples on picture-graph:
Let us now learn how to understand a pictograph with the following example.
1. Number of red colored boxes sold by William, a shopkeeper, in six days of a week. See the picture graph or pictograph to answer the questions.
Information gathered from the above table:
(i) Number of red boxes sold:
Monday – 4, Tuesday – 2, Wednesday – 3, Thursday – 5, Friday – 8, Saturday – 1
Therefore, sale during the week = 23
(ii) Lowest sale – on Saturday, only 1 box
was sold.
Maximum sale on Friday is 8 boxes were sold.
We can easily get more information by observing this picture-graph.
2. Number of illiterate children of 5 small towns, Melrose, Marengo, Midway, Parral and Rushville. See the picture graph or pictograph to answer the questions.
Information gathered from the above table:
(i) Number of illiterate children of different small towns:
Melrose - 5, Marengo - 4, Midway - 7, Parral - 3 and Rushville - 2
(ii) Total number of illiterate = 21
3. Information about 300 children of a school who come to school by different modes of transportation.
 |
→ 1 face represents 10 children |
See the picture graph or pictograph to answer the questions.
Information gathered from the above table:
(i) Number of students going to school by different modes of transportation:
Auto-rickshaw = 6 × 10 = 60, Car = 4 × 10 = 40, Bicycle = 7 × 10 = 70, Bus = 10 × 10 = 100, On foot = 3 × 10 = 30
(ii) Total number = 60 + 40 + 70 + 100 + 30 = 300
The above explanation on the examples of pictographs or pictorial representation will help us to solve different types of questions on pictograph.
4. The following pictograph shows the favourite sports of students in a class.
 |
= 1
student |
On the basis of pictograph, let us answer following questions:
|
Questions (i) How many students are there in the class? |
Answers 36 students |
|
(ii) Which two sports show equal number of students? |
Basketball and Table Tennis |
|
(iii) Which sport has maximum number of students? |
Cricket |
|
(iv) Which sport has least number of students? |
Table Tennis |
Representation of the given information by drawing pictures is called pictograph.
Read the given pictograph and answer the following questions.
5. The following pictograph shows the games liked by the students of a class.
Use this pictograph to answer the following questions.
(i)) How many students like playing hockey?
(ii) Which is the least liked game?
(iii) How many students like playing cricket?
(iv) Calculate the total number of students.
(v) How many fewer students like football than badminton?
Solution:
(i) 30 students
(ii) Football
(iii) 40 students
(iv) Hockey = 6 × 5=30 students.
Football = 5 × 5 = 25 students.
Cricket = 8 × 5 = 40 students.
Badminton = 9 × 5 = 45 students.
Total Students = 30 + 25 + 40 + 45 = 140 students.
(v) 45 - 25 = 20 students.
Questions and Answers on Examples on Pictographs:
1. The following pictograph shows the sales of bouquets on 4 different days in a week.
 |
= 1 bouquet |
On the basis of pictograph, answer the following questions:
(i) Which day of the week bouquets were sold maximum?
(ii) Which day sales were least?
(iii) How many bouquets were sold on Monday and Saturday together?
(iv) How many bouquets were sold on Tuesday and Friday together?
(v) How many bouquets were sold in all?
Answer:
1. (i) Monday
(ii) Friday
(iii) 10
(iv) 5
(v) 15
2. The number of children in a society with different hobbies is shown below.
 |
= 2 children |
Look at the pictograph and answer the questions.
(i) Which is the most popular hobby?
(ii) Which is the least popular hobby?
(iii) Which two hobbies are equally popular?
(iv) How many children are there in the society?
(v) How many hobbies they have in all?
Answer:
2. (i) Computer Games
(ii) Music
(iii) Stamp collecting and drawing
(iv) 48
(v) 6
3. Number of cupcakes given to 5 children are given below. Prepare a pictograph of the given data. Also, label its parts.
 |
= 1
cupcake |
Name of Children
Terry
Rachel
Shelly
Nancy
Sharon
Number of Cupcakes
6
3
7
9
4
|
Name of the Child |
Number of Cupcakes |
|
____________________ |
____________________ |
|
____________________ |
____________________ |
|
____________________ |
____________________ |
|
____________________ |
____________________ |
|
____________________ |
____________________ |
3. Answer:
The above examples will help us to understand how to represent the data using pictograph.
You might like these
Construction of Bar Graphs | Examples on Construction of Column Graph
Now we will discuss about the construction of bar graphs or column graph. In brief let us recall about, what is bar graph? Bar graph is the simplest way to represent a data. In consists of rectangular bars of equal width. The space between the two consecutive bars must be
5th Grade Bar Graph | Definition | Interpret Bar Graphs|Free Worksheet
We learn how to represent the data on the bar graph. Data can be represented by bars (like rectangle) whose lengths represent numerical values. One can use horizontal or vertical bars. Instead of rectangles one way even use line segments in such graphs.
Interpreting Bar Graph | How to Read a Bar Graph? |Reading a Bar Graph
We will learn interpreting bar graph collecting the given information. Now let us interpret a bar graph. Observe the following bar graph representing the number of students wearing different
Worksheet on Pictographs | Picture Graph Worksheets | Pictograph Works
In worksheet on pictographs, all grade students can practice the questions on data handling. We can present the given information in many ways. In pictograph the information is presented by using a picture as symbol. A pictograph has a title and a key.
Pictorial Representation |Pictograph Worksheet |Representation of Data
Some basic ideas of pictorial representation or pictograph, often related types of symbols or pictures are used to represent a specific number of objects.
2nd Grade Data Handling | Collection of Objects |Information Collected
We have learnt, that a collection of objects can be stored out based on their color, shape, size or any other common thing among them. We can organise all the information in a table to understand how many of each item is there in a collection. Information collected is called
Worksheet on Bar Graphs | Bar Graphs or Column Graphs | Graphing Bar
In math worksheet on bar graphs students can practice the questions on how to make and read bar graphs or column graphs. Test your knowledge by practicing this graphing worksheet where we will
Worksheet on Data Handling | Questions on Handling Data |Grouping Data
In math practice worksheet on data handling we will solve numerous types of questions on handling data, frequency distribution and on grouping data. Questions on frequency distribution
Data Handling | Data Analysis | Data Processing | Numerical Data | Def
In data handling we will learn how to do data analysis or data processing while handling data in mathematics. What is data handling in math? In various fields, we need information
Pictographs | Pictorial Representation | Pictorial Symbols | Symbols
In pictographs we learnt to recognize different things in our surroundings and to express the given information through pictorial symbols of different objects.
Worksheet on Pie Chart | Questions on Pie Graphs | Creating Pie Chart
In math worksheet on pie chart students can practice different types of questions on pie graphs. From the given data we need to calculate the central angle of the components to construct the questions
Construction of Pie Chart | Steps of Construction | Solved Examples
The pie chart is a pictorial representation of data relative to a whole. Each portion in the circle represent an element of the collected data. The pie chart represents the composition of various elements in a whole. The total value of the pie chart is always 100%.
Interpreting a Pictograph | Information Regarding the Pictograph |Math
In interpreting a pictograph, we get a lot of information regarding the pictograph items. The following examples may illustrate the interpretation of pictographs.
Pictograph to Represent The Collected Data | Forming Pictograph | Math
Pictures or symbols are made in a pictograph to represent the collected data. So, we can say that a pictograph represents the data and gives information quickly and clearly.
Related Concepts
From Examples of Pictographs to HOME PAGE
Didn't find what you were looking for? Or want to know more information about Math Only Math. Use this Google Search to find what you need.
Recent Articles
-
What is Area in Maths? | Units to find Area | Conversion Table of Area
Jul 17, 25 01:06 AM
The amount of surface that a plane figure covers is called its area. It’s unit is square centimeters or square meters etc. A rectangle, a square, a triangle and a circle are all examples of closed pla… -
Worksheet on Perimeter | Perimeter of Squares and Rectangle | Answers
Jul 17, 25 12:40 AM
Practice the questions given in the worksheet on perimeter. The questions are based on finding the perimeter of the triangle, perimeter of the square, perimeter of rectangle and word problems. I. Find… -
Formation of Square and Rectangle | Construction of Square & Rectangle
Jul 16, 25 11:46 PM
In formation of square and rectangle we will learn how to construct square and rectangle. Construction of a Square: We follow the method given below. Step I: We draw a line segment AB of the required… -
Perimeter of a Figure | Perimeter of a Simple Closed Figure | Examples
Jul 16, 25 02:33 AM
Perimeter of a figure is explained here. Perimeter is the total length of the boundary of a closed figure. The perimeter of a simple closed figure is the sum of the measures of line-segments which hav… -
Formation of Numbers | Smallest and Greatest Number| Number Formation
Jul 15, 25 11:46 AM
In formation of numbers we will learn the numbers having different numbers of digits. We know that: (i) Greatest number of one digit = 9,
New! Comments
Have your say about what you just read! Leave me a comment in the box below. Ask a Question or Answer a Question.