Students at Mina National High School conducted a survey of 50 classmates about their preferences for basketball, volleyball, and badminton. They then created a Venn diagram to categorize the results and developed word problems based on the data. The Venn diagram showed that 13 students preferred basketball only, 6 preferred volleyball only, and 12 preferred badminton only. It also showed overlap between the activities, such as 3 students who liked both basketball and volleyball. From this, they were able to answer questions about the number of students in various categories.

1. Activity:
Constructing a Venn
Diagram from a Survey
Data

2. Objectives:
•To conduct a Venn
Diagram problem based
on a survey data
gathered.

3. Participants
•Selected students of
Mina National High
School.

4. Step 1
•We conducted survey
in the campus.

5. Video

6. Step 2
After all the members of the
group surveys all the
participants, the group tallies
the data on a tally sheet.

7. Video

8. Step 3
After tallying the data, the
group constructs the Venn
Diagram.

9. VOLLEYBALL
BASKETBALL
BADMINTON
13 6
12
1
3
1
13
2
U=50

10. Step 4
From the Venn Diagram
constructed, the group design
a Venn Diagram problem.

11. Problem
A group of Grade 7 STE students of MNHS conducted a
survey among their 50 schoolmates on what ball games
they prefer most to play. 18 students preferred to play
basketball, 23 for volleyball , 27 for badminton, 3 both
basketball and volleyball 13 for both volleyball and
badminton , 1 for both basketball and badminton and
only 1 choice to play all ballgames.

12. Questions
1. How many students preferred to play basketball only ?
2. How many students preferred to play volleyball only ?
3. How many students preferred to play badminton only ?
4. How many students preferred to play basketball and volleyball only?
5. How many students liked to play badminton and basketball only?
6. How many students liked to play volleyball and badminton only?
7. How many students liked all the ball games?
8. How many student didn’t liked any of the ball games?
9.How many students are there in all?
there are 13 student who liked
basketball only
there are 6 student who liked volleyball only
there are 12 tudent who liked badminton only
there are 3 students who like basketball and
volleyball only
there are 1 student who liked badminton and
basketball only
there are 13 student who liked volleyball angd badminton only
there are 2 student who didnt liked any of the ball games
there are 50 students in all
basketball volleyball
badminton
12
13 6
1 13
1
3
there is 1 student who liked all the ball games
U=50
2

13. Thank you