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QIMPRO CHALENGE 4
PARETO DIAGRAM
Made By-
Aparna Agnihotri
Soumya Badola
Simran Nagar
Topic: Bunking Lectures
Introduction- What is Pareto
Diagram
Pareto Principle-An Italian economist, Vilfredo
Pareto (1848-1923), postulated that for many events
roughly y 80% of the effects come from 20% of the
causes. This principle is also known as the 80–20
rule, the law of the vital few, and the principle
of factor sparsity.
A Pareto diagram is a type of graph that contains
both bars and a line graph, where individual values
are represented in descending order by bars, and
the cumulative total is represented by the line.
0
10
20
30
40
50
60
70
80
90
100
0
20
40
60
80
100
120
Frequency
Qumalitve
Percentage
Introduction-Pareto Diagram
• As can be seen in the
adjoining Pareto
Diagram, the bars are
arranged in descending
order of height from left
to right.
• This means the
categories represented
by the tall bars on the
left are relatively more
significant than those
on the right.
Introduction-
Why use a Pareto Diagram
• A Pareto Diagram offers the following
advantages:
 Breaks big problem into smaller pieces
 Identifies most significant factors
 Shows where to focus efforts
 Allows better use of limited resources
Introduction-How to make a
Pareto Diagram
The steps to construct a Pareto Diagram are:
Step 1 - Record the raw data. List each category and its
associated data count.
Step 2 - Order the data. Prepare an analysis sheet, putting
the categories in order and placing the one with the
largest count first.
Step 3 - Label the left-hand vertical axis. Starting the axis
from 0 to closest greater integer to the largest count.
Step 4 - Label the horizontal axis. Make the widths of
all of the bars the same and label the categories from
largest to smallest.
Step 5 - Plot a bar for each category. The height of each
bar should equal the count for that category.
Step 6 - Find the cumulative counts. Each category's
cumulative count is the count for that category added
to the counts for all larger categories.
Step 7 - Add a cumulative line. This is optional. Label the
right axis from 0 to 100%, and line up the 100% with the
grand total on the left axis. For each category, put a dot
as high as the cumulative total and in line with the right
edge of that category's bar. Connect all the dots with
straight lines.
Data Analysis
The attendance of a 600 students was observed for a period of a
month to ascertain the classes bunked by students-
Reason Frequency Cumulative
Frequency
Cumulative
Percentage
Co-Curricular
Activities
128 128 34.0%
Self-Study 111 239 63.5%
Boring lecture 57 296 78.7%
Illness 29 325 86.4%
Peer Pressure 20 345 91.7%
Enjoyment 17 362 96.2%
Dislike of
Subject
9 371 98.6%
Dislike of
Teacher
5 376 100%
Pareto Diagram
0
10
20
30
40
50
60
70
80
90
100
0
20
40
60
80
100
120
140
Co-curricular
activities
Self-study Boring
lecture
Illness Peer
Pressure
Enjoyment Dislike of
Subject
Dislike of
Teacher
Frequency
Cumilatve Percentage
Analysis of Pareto Diagram
• From the Pareto Diagram, it is clear that Co-
curricular activities, time for self-study and
avoidance of boring lectures are together
responsible for nearly 80% of classes bunked.
Co-curricular
activities, Self study,
Boring lectures
Illness, peer
pressure, enjoyment
etc
• Ideally, students should be left with ample time after
the lectures to pursue co-curricular activities.
• The conflict of choosing one over the other should
never arise as both are essential facets of college life.
• Also, there should be free time from all college
activities when students can self-study and rest as
well.
Problem Definition: Ideal
Scenario
• The lectures be engaging to students so the
don’t feel bored, instead be excited on
learning something new.
Problem Definition: Real Scenario
• The maximum number
of classes are bunked
due to lack of time
management among
students.
• Lecture time is
compromised to make
time for Co-curricular
activities and Self-
study, making
classroom and other
activities exclusive.
• Students will have to
choose lectures over
other important college
activities making it a
lose-lose situation.
• A large number of
students also bunked to
avoid what they felt
were boring lectures,
where they could not
develop interest to
study.
• Peer pressure of studies resulting in tension and
bafflement, lack of interest in subject also leads to bunking.
• Students consider the lecture
to be boring. They feel the
information imparted is not
useful or not imparted in an
understandable manner.
Lessons Learned
• Pareto diagrams give a sharp insight into the
probable causes of a probable.
• Critical issues are focused by ranking them in
terms of importance and frequency.
• Problems are prioritized to EFFICENTLY
initiate problem solving.
Problem Definition: Solution
• The college management and students communicate
to arrange a time table which matches need of all.
• Workshops on time management held so students
can learn how to best utilize time without missing
on classes.
• Workshops for faculty be held on how to present
lectures in a more student friendly manner by using
presentations and animations.
• Weekend be a holiday of two days than just one so
students have more than ample free time.

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Qcl 14-v3 [pareto diagram]-[banasthali university]_[aparna agnihotri]

  • 1. QIMPRO CHALENGE 4 PARETO DIAGRAM Made By- Aparna Agnihotri Soumya Badola Simran Nagar Topic: Bunking Lectures
  • 2. Introduction- What is Pareto Diagram Pareto Principle-An Italian economist, Vilfredo Pareto (1848-1923), postulated that for many events roughly y 80% of the effects come from 20% of the causes. This principle is also known as the 80–20 rule, the law of the vital few, and the principle of factor sparsity. A Pareto diagram is a type of graph that contains both bars and a line graph, where individual values are represented in descending order by bars, and the cumulative total is represented by the line.
  • 3. 0 10 20 30 40 50 60 70 80 90 100 0 20 40 60 80 100 120 Frequency Qumalitve Percentage Introduction-Pareto Diagram • As can be seen in the adjoining Pareto Diagram, the bars are arranged in descending order of height from left to right. • This means the categories represented by the tall bars on the left are relatively more significant than those on the right.
  • 4. Introduction- Why use a Pareto Diagram • A Pareto Diagram offers the following advantages:  Breaks big problem into smaller pieces  Identifies most significant factors  Shows where to focus efforts  Allows better use of limited resources
  • 5. Introduction-How to make a Pareto Diagram The steps to construct a Pareto Diagram are: Step 1 - Record the raw data. List each category and its associated data count. Step 2 - Order the data. Prepare an analysis sheet, putting the categories in order and placing the one with the largest count first. Step 3 - Label the left-hand vertical axis. Starting the axis from 0 to closest greater integer to the largest count. Step 4 - Label the horizontal axis. Make the widths of all of the bars the same and label the categories from largest to smallest.
  • 6. Step 5 - Plot a bar for each category. The height of each bar should equal the count for that category. Step 6 - Find the cumulative counts. Each category's cumulative count is the count for that category added to the counts for all larger categories. Step 7 - Add a cumulative line. This is optional. Label the right axis from 0 to 100%, and line up the 100% with the grand total on the left axis. For each category, put a dot as high as the cumulative total and in line with the right edge of that category's bar. Connect all the dots with straight lines.
  • 7. Data Analysis The attendance of a 600 students was observed for a period of a month to ascertain the classes bunked by students- Reason Frequency Cumulative Frequency Cumulative Percentage Co-Curricular Activities 128 128 34.0% Self-Study 111 239 63.5% Boring lecture 57 296 78.7% Illness 29 325 86.4% Peer Pressure 20 345 91.7% Enjoyment 17 362 96.2% Dislike of Subject 9 371 98.6% Dislike of Teacher 5 376 100%
  • 8. Pareto Diagram 0 10 20 30 40 50 60 70 80 90 100 0 20 40 60 80 100 120 140 Co-curricular activities Self-study Boring lecture Illness Peer Pressure Enjoyment Dislike of Subject Dislike of Teacher Frequency Cumilatve Percentage
  • 9. Analysis of Pareto Diagram • From the Pareto Diagram, it is clear that Co- curricular activities, time for self-study and avoidance of boring lectures are together responsible for nearly 80% of classes bunked. Co-curricular activities, Self study, Boring lectures Illness, peer pressure, enjoyment etc
  • 10. • Ideally, students should be left with ample time after the lectures to pursue co-curricular activities. • The conflict of choosing one over the other should never arise as both are essential facets of college life. • Also, there should be free time from all college activities when students can self-study and rest as well. Problem Definition: Ideal Scenario • The lectures be engaging to students so the don’t feel bored, instead be excited on learning something new.
  • 11. Problem Definition: Real Scenario • The maximum number of classes are bunked due to lack of time management among students. • Lecture time is compromised to make time for Co-curricular activities and Self- study, making classroom and other activities exclusive.
  • 12. • Students will have to choose lectures over other important college activities making it a lose-lose situation. • A large number of students also bunked to avoid what they felt were boring lectures, where they could not develop interest to study.
  • 13. • Peer pressure of studies resulting in tension and bafflement, lack of interest in subject also leads to bunking. • Students consider the lecture to be boring. They feel the information imparted is not useful or not imparted in an understandable manner.
  • 14. Lessons Learned • Pareto diagrams give a sharp insight into the probable causes of a probable. • Critical issues are focused by ranking them in terms of importance and frequency. • Problems are prioritized to EFFICENTLY initiate problem solving.
  • 15. Problem Definition: Solution • The college management and students communicate to arrange a time table which matches need of all. • Workshops on time management held so students can learn how to best utilize time without missing on classes. • Workshops for faculty be held on how to present lectures in a more student friendly manner by using presentations and animations. • Weekend be a holiday of two days than just one so students have more than ample free time.