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QUALITY TOOLS &
   TECHNIQUES
      Q T T
 PROJECT CHARTER, CHECK SHEET,
PARETO ANALYSIS, C & E DIAGRAM &
            MATRIX
                By: -
         Hakeem–Ur–Rehman
              IQTM–PU              1
PROJECT CHARTER
Project Title        Project Title
Business Case         Why should you do this project?
                      What are the benefits of doing this project?
Problem Statement    What is the problem, issue and/or concern?
Goal                 What are your improvement objectives and targets?
Metrics (CTQ’s)       PRIMARY Metric(s): Key measures to be used for the objectives
                      SECONDARY Metric(s): Those measures which indicates impacts on
                       secondary concerns and which indicates that problem is not shifted
                       to other key areas.

Project Scope         What authority do you have?
                      Which processes/products you are addressing?
                      What is not within this project?
Project Team          Who are the team leader, sponsor, and members?
                      What are their roles and responsibilities in this project?
Project Plan         How and when are you going to get this project done (DMAIC stages)
Communication Plan    What are your interfaces with each other?
                      What are your meeting & reporting times?
3
TYPES OF DATA
ATTRIBUTE DATA give you counts representing the presence
 or absence of a characteristic or defect. These counts are
 based on the occurrence of discrete events, e.g.,
    true/false statements
    Accepted or rejected
   Passed or fail
An attribute is not numerically measured; it‟s either there or it‟s
 not.

 VARIABLE DATA are based on numerical measurement of a
 key quality characteristic produced by the process, e.g.,
    Diameter of a shaft
    Temperature of Oven
    Pressure of Steam, etc.
CHECK SHEET
 A check sheet is a Form, in Diagram or Table
  format,     prepared      in    advance    for
  Recording/Collecting Data. You can thus gather
  necessary Data by just making a Check mark on
  the Sheet.

 Main applications of a check sheet include
  registering how often different problems occur and
  registering the frequency of incidents that are
  believed to cause problems.
TYPES OF CHECK SHEET
 There are five main types of check sheets used
  for data collection (custom check sheets can
  also be designed to fit specific needs):
   1. Defective item check sheet / Attribute
      Check Sheet
   2. Variable Check Sheet
   3. Defective Location Check Sheet
   4. Defective Cause Check Sheet
   5. Checkup Confirmation Check Sheet
TYPES OF CHECK SHEET
 DEFECTIVE ITEM (ATTRIBUTE) CHECK SHEET:
  used to identify what types of problems or defects are
   occurring in the process.
  Usually these check sheets will have a list of the defects or
   problems that may occur in the process.
  When each sample is taken, a mark is placed in the
   appropriate column whenever a defect or a problem has
   been identified.
  Countable data is used in the defective item check sheets.
TYPES OF CHECK SHEET
 VARIABLE CHECK SHEET:
  Gathering data about a process also involves the collection of
   information about variables, such as size, length, weight, and
   diameter. These data are best represented by organizing the
  measurements into a frequency distribution on a variables
  check sheet. The following Figure is variables check sheet
  showing the frequency distribution of the length of logs in a
  sample of 95trees.
TYPES OF CHECK SHEET
 DEFECTIVE LOCATION CHECK SHEET:
  Used to identify what types of problems or defects are occurring in the
   process.
  Used to identify the location of the defect on the product.
  Used; when the external appearance of the product is important.
  Usually this type of check sheet consists of a picture of the product. On
   this picture, marks can be made to indicate were defects are occurring on
   the surface of the product.
TYPES OF CHECK SHEET
 DEFECTIVE CAUSE CHECK SHEET:
   used to identify causes of a problem or a defect.
   More than one variable or attribute is monitored when
    collecting data for this type of check sheets.
   For example, we could be collecting data about the type of
    machine, operator, date, and time on the same check
    sheet.
     Operators        Time      Machine 1    Machine 2

   Operator A    Morning           X             X
                 Afternoon         XX         XXXXX

   Operator B    Morning           X            XX
                 Afternoon         XX       XXXXXXXXXX

  As we can see most of the error is occurring at machine 2
  and at the afternoon shift. This could suggest that machine
  2 has problems when it is run in the afternoon shift.
TYPES OF CHECK SHEET
 CHECKUP CONFORMATION CHECK SHEET:
    Used to ensure that proper procedures are being
     followed.
    These check sheets usually will have a list of tasks
     that need to be accomplished before the action
     can be taken.
    Examples of checkup confirmation check sheets
     are final inspection, machine maintenance,
     operation checks, and service performance check
     sheets.
PARETO ANALYSIS
 A bar graph used to arrange information in such a way that priorities for
  process improvement can be established.
                                                                                       P a r e to C ha r t o f F a ult D e s c .
                                     2500
                                                                                                                                                                                                                                                    100
                                     2000
                                                                                                                                                                                                                                                    80




                                                                                                                                                                                                                                                          Pe r c e nt
                                     1500
               Co unt




                                                                                                                                                                                                                                                    60
                                     1000
                                                                                                                                                                                                                                                    40

                                          500                                                                                                                                                                                                       20

                                            0                                                                                                                                                                                                       0
                        F a ult De s c.                          t.                    t.                  g                  t.                                  d                                       d                   s               r
                                                             S                     S                    in                S                  am              f ie                 am                 f ie                  ct              he
                                                         n
                                                                          ki
                                                                               p                   er                 n                  e               i                    e                  i                    fe               t
                                                     e                                         k                  e                  S              ec                    S                 ec                   De
                                                                                                                                                                                                                                   O
                                                  ok                  S                     uc                 ev                n                Sp                  e                Sp
                                             Br                                        P                 Un                   pe              s                    dg             s                         c.
                                                                                                                          O               A                    E              A                        is
                                                                                                                                      t                                                          M
                                                                                                                                    No                 aw             No
                                                                                                                                                                         t
                                                                                                                                                   R
                                                                                                                         s     t.                               im
                                                                                                                      on                                 Tr
                                                                                                                  C
                                   C o unt                   707                   674                  205                164                    97               96                 78                    45               43             107
                                Pe r ce nt               3 1 .9                3 0 .4                    9 .3              7 .4               4 .4             4 .3               3 .5                 2 .0                 1 .9             4 .8
                                C um %                   3 1 .9                6 2 .3               7 1 .6                7 9 .0          8 3 .3             8 7 .7           9 1 .2                 9 3 .2            9 5 .2 1 0 0 .0


 The 80–20 theory was first developed in 1906, by Italian economist,
  Vilferdo Pareto, who observed an unequal distribution of wealth and power
  in a relatively small proportion of the total population.
 Joseph M. Juran is credited with adapting Pareto‟s economic observations
  to business applications.
 Separates the "vital few" from the "trivial many" (Pareto Principle)
PARETO ANALYSIS (Cont…)

 The 80:20 Rule Examples:
   80% of your phone calls go to 20% of the names
   of your list
   20% of the roads handle 80% of the traffic
   80% of the meals in a restaurant come from 20%
   of the menu
   20% of the people causes 80% of the problems
PARETO ANALYSIS (Cont…)
 Pareto Chart Using Minitab– EXAMPLE:
Suppose you      work for a company that
manufactures     motorcycles. You hope to
reduce quality   costs arising from defective
speedometers.   During inspection, a certain
number of speedometers are rejected, and
the types of defects recorded.
You enter the name of the defect into a
worksheet column called Defects, and the
corresponding counts into a column called
Counts.
You know that you can save the most
money by focusing on the defects
responsible for most of the rejections.
A Pareto chart will help you identify which
defects are causing most of your problems.

Open the worksheet EXH_QC.MTW
PARETO ANALYSIS (Cont…)
 Pareto Chart Using Minitab– EXAMPLE:
    EXH_QC.MTW (Cont…)
Step – 1:

Choose Stat  Quality Tools 
Pareto Chart




Step – 2:

 Choose Chart defects table.
 In Labels in, enter a column of
  Defects.
 In Frequencies in, enter a
  column of Counts
PARETO ANALYSIS (Cont…)
 Pareto Chart Using Minitab– EXAMPLE:
    EXH_QC.MTW (Cont…)
PARETO ANALYSIS (Cont…)
 Pareto Chart Using Minitab– EXAMPLE:
    EXH_QC.MTW (Cont…)
Analyze the Chart:

Focus on improving the
number of missing screws
because over half of your
speedometers          are
rejected due to this
defect.
SIPOC DIAGRAM (Cont…)
The figure below shows the linkage of the SIPOC to future tools used in the
DMAIC process:
OVERVIEW OF THE
             BRAINSTORMING TECHNIQUES
A commonly used tool to seek ideas by using categories to stimulates causes
and effect relationship with a problem. It uses verbal inputs in a team
environment.
                                                               Categories




                                                              The “Y”
                                                           The “Problem”

 The “X’s”
 “Causes”
CAUSE & EFFECT DIAGRAM
                                    Cause-and-Effect Diagram (also
                                     known as a "Fishbone Diagram") is
                                     a graphical technique for grouping
                                     people's ideas about the causes of a
                                     problem.
                                    Invented by Professor Kaoru
                                     Ishikawa of Tokyo University;
                                     Japanese     expert     in   quality
                                     management.


PRODUCTS         Categories for the legs of the      TRANSACTIONAL
1. Measurement   diagram can use templates for       1. People
2. People                                            2. Policy
                 products       or  transactional
3. Method                                            3. Procedure
4. Materials     symptoms. Or you can select         4. Place
5. Equipment     the categories by process step      5. Measurement
6. Environment   or what you think appropriate       6. Environment
                 for the situation.
CAUSE & EFFECT DIAGRAM
CLASSIFYING THE X’s    (Cont…)
The CAUSE & EFFECT DIAGRAM is simply a tool to generate
opinions about possible causes for defects.
For each of the X‟s identified in the Fishbone diagram classify them
as follows:
   Controllable – C (Knowledge)
   Procedural – P (People, System)
   Noise – N (External or Uncontrollable)
Think of procedural as a subset of controllable. Unfortunately, many
procedures within a company are not well controlled and can cause
the defect level to go up. The classification methodology is used to
separate the X‟s so they can be used in the X–Y (Correlation or
Cause & Effect) Matrix and the FMEA taught later.


     WHICH X’s CAUSE DEFECTS?
C & E DIAGRAM USING MINITAB
 EXAMPLE:
  Using a Pareto Chart, You discovered that your
   parts were rejected most often due to surface
   flaws. This afternoon, You are meeting with
   members of various departments to brainstorm
   potential causes for these flaws. Beforehand, you
   decide to print a cause & Effect (Fishbone)
   diagram to help organize your notes during the
   meeting. The example below illustrates how to
   generate a complete Cause & Effect diagram with
   sub–branches.
  OPEN THE FILE:
      SURFACEFLAWS.MTW
C & E DIAGRAM USING MINITAB
C & E DIAGRAM USING MINITAB
C & E DIAGRAM USING MINITAB
DEFINITION OF X–Y MATRIX
 The (X–Y) CAUSE & EFFECT Matrix is:
   A tool used to identify potential X‟s and assess their
    relative impact on multiple Y‟s (including all Y‟s that are
    customer focused)
   Based on the team‟s collective “opinions”
   Created for every project
   Updated whenever a parameter is changed
 To summarize, the X–Y is a team based prioritization tool for
  the potential X‟s
 WARNING! This is not real data, this is organized
  brainstorming!! At the conclusion of the project you may
  realize that the things you thought were critical are in fact
  not as important as was believed.
THE X–Y MATRIX (Cont…)
THE VITAL FEW:
  A Six Sigma Belt does not just discover which X‟s are
   important in a process (the Vital few).
   The team considers all possible X‟s that can contribute or cause the
   problem observed.
   The team uses three primary sources of „X‟ identification:
   1. Process Mapping
   2. Fishbone Analysis
   3. Basic Data Analysis – Graphical and Statistical
   A List of X‟s is established and compiled.
   The team then prioritizes which X‟s it will explore first, and
   eliminates the “obvious” low impact X‟s from further
   consideration.
    The X–Y Matrix is this Prioritization Tool!
THE X–Y MATRIX (Cont…)
PROCEDURE FOR MAKING AN X-Y MATRIX:

1. List out the CTQ (Y‟s) for the targeted process.
2. Make a table with numbers of rows and columns.
3. Write down the CTQ against individual column.
4. Write the weight-age for each CTQ.
5. Find out input process parameters (X‟s) by brainstorming
   and write them against individual rows.
6. Put suitable numbers in the intersection of rows and
   columns to show the relationship between X‟s and Y‟s.
7. Finally calculate the weighted sum against each X‟s.
THE X–Y MATRIX (Cont…)
 EXAMPLE: Let‟s take the example of the newspaper printing process. After transforming the
 VOC we find the CTQ (Y‟s) as below:
        Clearly readable print
        Good quality photo
        Harmless to health
 Upon brainstorming, the input process parameters (X‟s) have been found as below:
        Good quality ink
        Less vibration during operation of printing press
        Paper quality
 For the above sets of X‟s and Y‟s the X-Y matrix table will look like the example below:




 Wherever there is a strong relation between X‟s and Y‟s, put 9. For weak relations put
  3 or 1. Keep the intersection field blank if there is significant relation.
 Weighted sum for “Good quality ink” is calculated as 15*9 + 10*9 + 10*1 = 235.
 The calculation is similar for the rest of the X‟s. The input parameters with a higher
  weighted sum should be selected for further FMEA.
QUESTIONS


            30

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3. project charter, check sheet, pareto analysis & c&e diagram & matrix

  • 1. QUALITY TOOLS & TECHNIQUES Q T T PROJECT CHARTER, CHECK SHEET, PARETO ANALYSIS, C & E DIAGRAM & MATRIX By: - Hakeem–Ur–Rehman IQTM–PU 1
  • 2. PROJECT CHARTER Project Title Project Title Business Case  Why should you do this project?  What are the benefits of doing this project? Problem Statement What is the problem, issue and/or concern? Goal What are your improvement objectives and targets? Metrics (CTQ’s)  PRIMARY Metric(s): Key measures to be used for the objectives  SECONDARY Metric(s): Those measures which indicates impacts on secondary concerns and which indicates that problem is not shifted to other key areas. Project Scope  What authority do you have?  Which processes/products you are addressing?  What is not within this project? Project Team  Who are the team leader, sponsor, and members?  What are their roles and responsibilities in this project? Project Plan How and when are you going to get this project done (DMAIC stages) Communication Plan  What are your interfaces with each other?  What are your meeting & reporting times?
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  • 4. TYPES OF DATA ATTRIBUTE DATA give you counts representing the presence or absence of a characteristic or defect. These counts are based on the occurrence of discrete events, e.g.,  true/false statements  Accepted or rejected Passed or fail An attribute is not numerically measured; it‟s either there or it‟s not.  VARIABLE DATA are based on numerical measurement of a key quality characteristic produced by the process, e.g.,  Diameter of a shaft  Temperature of Oven  Pressure of Steam, etc.
  • 5. CHECK SHEET  A check sheet is a Form, in Diagram or Table format, prepared in advance for Recording/Collecting Data. You can thus gather necessary Data by just making a Check mark on the Sheet.  Main applications of a check sheet include registering how often different problems occur and registering the frequency of incidents that are believed to cause problems.
  • 6. TYPES OF CHECK SHEET  There are five main types of check sheets used for data collection (custom check sheets can also be designed to fit specific needs): 1. Defective item check sheet / Attribute Check Sheet 2. Variable Check Sheet 3. Defective Location Check Sheet 4. Defective Cause Check Sheet 5. Checkup Confirmation Check Sheet
  • 7. TYPES OF CHECK SHEET  DEFECTIVE ITEM (ATTRIBUTE) CHECK SHEET:  used to identify what types of problems or defects are occurring in the process.  Usually these check sheets will have a list of the defects or problems that may occur in the process.  When each sample is taken, a mark is placed in the appropriate column whenever a defect or a problem has been identified.  Countable data is used in the defective item check sheets.
  • 8. TYPES OF CHECK SHEET  VARIABLE CHECK SHEET:  Gathering data about a process also involves the collection of information about variables, such as size, length, weight, and diameter. These data are best represented by organizing the measurements into a frequency distribution on a variables check sheet. The following Figure is variables check sheet showing the frequency distribution of the length of logs in a sample of 95trees.
  • 9. TYPES OF CHECK SHEET  DEFECTIVE LOCATION CHECK SHEET:  Used to identify what types of problems or defects are occurring in the process.  Used to identify the location of the defect on the product.  Used; when the external appearance of the product is important.  Usually this type of check sheet consists of a picture of the product. On this picture, marks can be made to indicate were defects are occurring on the surface of the product.
  • 10. TYPES OF CHECK SHEET  DEFECTIVE CAUSE CHECK SHEET:  used to identify causes of a problem or a defect.  More than one variable or attribute is monitored when collecting data for this type of check sheets.  For example, we could be collecting data about the type of machine, operator, date, and time on the same check sheet. Operators Time Machine 1 Machine 2 Operator A Morning X X Afternoon XX XXXXX Operator B Morning X XX Afternoon XX XXXXXXXXXX As we can see most of the error is occurring at machine 2 and at the afternoon shift. This could suggest that machine 2 has problems when it is run in the afternoon shift.
  • 11. TYPES OF CHECK SHEET  CHECKUP CONFORMATION CHECK SHEET:  Used to ensure that proper procedures are being followed.  These check sheets usually will have a list of tasks that need to be accomplished before the action can be taken.  Examples of checkup confirmation check sheets are final inspection, machine maintenance, operation checks, and service performance check sheets.
  • 12. PARETO ANALYSIS  A bar graph used to arrange information in such a way that priorities for process improvement can be established. P a r e to C ha r t o f F a ult D e s c . 2500 100 2000 80 Pe r c e nt 1500 Co unt 60 1000 40 500 20 0 0 F a ult De s c. t. t. g t. d d s r S S in S am f ie am f ie ct he n ki p er n e i e i fe t e k e S ec S ec De O ok S uc ev n Sp e Sp Br P Un pe s dg s c. O A E A is t M No aw No t R s t. im on Tr C C o unt 707 674 205 164 97 96 78 45 43 107 Pe r ce nt 3 1 .9 3 0 .4 9 .3 7 .4 4 .4 4 .3 3 .5 2 .0 1 .9 4 .8 C um % 3 1 .9 6 2 .3 7 1 .6 7 9 .0 8 3 .3 8 7 .7 9 1 .2 9 3 .2 9 5 .2 1 0 0 .0  The 80–20 theory was first developed in 1906, by Italian economist, Vilferdo Pareto, who observed an unequal distribution of wealth and power in a relatively small proportion of the total population.  Joseph M. Juran is credited with adapting Pareto‟s economic observations to business applications.  Separates the "vital few" from the "trivial many" (Pareto Principle)
  • 13. PARETO ANALYSIS (Cont…)  The 80:20 Rule Examples:  80% of your phone calls go to 20% of the names of your list  20% of the roads handle 80% of the traffic  80% of the meals in a restaurant come from 20% of the menu  20% of the people causes 80% of the problems
  • 14. PARETO ANALYSIS (Cont…)  Pareto Chart Using Minitab– EXAMPLE: Suppose you work for a company that manufactures motorcycles. You hope to reduce quality costs arising from defective speedometers. During inspection, a certain number of speedometers are rejected, and the types of defects recorded. You enter the name of the defect into a worksheet column called Defects, and the corresponding counts into a column called Counts. You know that you can save the most money by focusing on the defects responsible for most of the rejections. A Pareto chart will help you identify which defects are causing most of your problems. Open the worksheet EXH_QC.MTW
  • 15. PARETO ANALYSIS (Cont…)  Pareto Chart Using Minitab– EXAMPLE:  EXH_QC.MTW (Cont…) Step – 1: Choose Stat  Quality Tools  Pareto Chart Step – 2:  Choose Chart defects table.  In Labels in, enter a column of Defects.  In Frequencies in, enter a column of Counts
  • 16. PARETO ANALYSIS (Cont…)  Pareto Chart Using Minitab– EXAMPLE:  EXH_QC.MTW (Cont…)
  • 17. PARETO ANALYSIS (Cont…)  Pareto Chart Using Minitab– EXAMPLE:  EXH_QC.MTW (Cont…) Analyze the Chart: Focus on improving the number of missing screws because over half of your speedometers are rejected due to this defect.
  • 18. SIPOC DIAGRAM (Cont…) The figure below shows the linkage of the SIPOC to future tools used in the DMAIC process:
  • 19. OVERVIEW OF THE BRAINSTORMING TECHNIQUES A commonly used tool to seek ideas by using categories to stimulates causes and effect relationship with a problem. It uses verbal inputs in a team environment. Categories The “Y” The “Problem” The “X’s” “Causes”
  • 20. CAUSE & EFFECT DIAGRAM  Cause-and-Effect Diagram (also known as a "Fishbone Diagram") is a graphical technique for grouping people's ideas about the causes of a problem.  Invented by Professor Kaoru Ishikawa of Tokyo University; Japanese expert in quality management. PRODUCTS Categories for the legs of the TRANSACTIONAL 1. Measurement diagram can use templates for 1. People 2. People 2. Policy products or transactional 3. Method 3. Procedure 4. Materials symptoms. Or you can select 4. Place 5. Equipment the categories by process step 5. Measurement 6. Environment or what you think appropriate 6. Environment for the situation.
  • 21. CAUSE & EFFECT DIAGRAM CLASSIFYING THE X’s (Cont…) The CAUSE & EFFECT DIAGRAM is simply a tool to generate opinions about possible causes for defects. For each of the X‟s identified in the Fishbone diagram classify them as follows:  Controllable – C (Knowledge)  Procedural – P (People, System)  Noise – N (External or Uncontrollable) Think of procedural as a subset of controllable. Unfortunately, many procedures within a company are not well controlled and can cause the defect level to go up. The classification methodology is used to separate the X‟s so they can be used in the X–Y (Correlation or Cause & Effect) Matrix and the FMEA taught later. WHICH X’s CAUSE DEFECTS?
  • 22. C & E DIAGRAM USING MINITAB  EXAMPLE:  Using a Pareto Chart, You discovered that your parts were rejected most often due to surface flaws. This afternoon, You are meeting with members of various departments to brainstorm potential causes for these flaws. Beforehand, you decide to print a cause & Effect (Fishbone) diagram to help organize your notes during the meeting. The example below illustrates how to generate a complete Cause & Effect diagram with sub–branches.  OPEN THE FILE:  SURFACEFLAWS.MTW
  • 23. C & E DIAGRAM USING MINITAB
  • 24. C & E DIAGRAM USING MINITAB
  • 25. C & E DIAGRAM USING MINITAB
  • 26. DEFINITION OF X–Y MATRIX  The (X–Y) CAUSE & EFFECT Matrix is:  A tool used to identify potential X‟s and assess their relative impact on multiple Y‟s (including all Y‟s that are customer focused)  Based on the team‟s collective “opinions”  Created for every project  Updated whenever a parameter is changed  To summarize, the X–Y is a team based prioritization tool for the potential X‟s  WARNING! This is not real data, this is organized brainstorming!! At the conclusion of the project you may realize that the things you thought were critical are in fact not as important as was believed.
  • 27. THE X–Y MATRIX (Cont…) THE VITAL FEW:  A Six Sigma Belt does not just discover which X‟s are important in a process (the Vital few). The team considers all possible X‟s that can contribute or cause the problem observed. The team uses three primary sources of „X‟ identification: 1. Process Mapping 2. Fishbone Analysis 3. Basic Data Analysis – Graphical and Statistical A List of X‟s is established and compiled. The team then prioritizes which X‟s it will explore first, and eliminates the “obvious” low impact X‟s from further consideration. The X–Y Matrix is this Prioritization Tool!
  • 28. THE X–Y MATRIX (Cont…) PROCEDURE FOR MAKING AN X-Y MATRIX: 1. List out the CTQ (Y‟s) for the targeted process. 2. Make a table with numbers of rows and columns. 3. Write down the CTQ against individual column. 4. Write the weight-age for each CTQ. 5. Find out input process parameters (X‟s) by brainstorming and write them against individual rows. 6. Put suitable numbers in the intersection of rows and columns to show the relationship between X‟s and Y‟s. 7. Finally calculate the weighted sum against each X‟s.
  • 29. THE X–Y MATRIX (Cont…) EXAMPLE: Let‟s take the example of the newspaper printing process. After transforming the VOC we find the CTQ (Y‟s) as below:  Clearly readable print  Good quality photo  Harmless to health Upon brainstorming, the input process parameters (X‟s) have been found as below:  Good quality ink  Less vibration during operation of printing press  Paper quality For the above sets of X‟s and Y‟s the X-Y matrix table will look like the example below:  Wherever there is a strong relation between X‟s and Y‟s, put 9. For weak relations put 3 or 1. Keep the intersection field blank if there is significant relation.  Weighted sum for “Good quality ink” is calculated as 15*9 + 10*9 + 10*1 = 235.  The calculation is similar for the rest of the X‟s. The input parameters with a higher weighted sum should be selected for further FMEA.
  • 30. QUESTIONS 30