Chapter5.ppt

Sampling Methods
Defining the Target Population
 It is critical to the success of the
research project to clearly define
the target population.
 Rely on logic and judgment.
 The population should be defined in
connection with the objectives of
the study.
Technical Terminology
 An element is an object on which a
measurement is taken.
 A population is a collection of elements
about which we wish to make an
inference.
 Sampling units are nonoverlapping
collections of elements from the
population that cover the entire
population.
Technical Terms
 A sampling frame is a list of sampling
units.
 A sample is a collection of sampling units
drawn from a sampling frame.
 Parameter: numerical characteristic of a
population
 Statistic: numerical characteristic of a
sample
Errors of nonobservation
 The deviation between an estimate
from an ideal sample and the true
population value is the sampling error.
 Almost always, the sampling frame
does not match up perfectly with the
target population, leading to errors of
coverage.
Errors of nonobservation
 Nonresponse is probably the most serious
of these errors.
 Arises in three ways:
 Inability of the person responding to
come up with the answer
 Refusal to answer
 Inability to contact the sampled
elements
Errors of observation
 These errors can be classified as
due to the interviewer, respondent,
instrument, or method of data
collection.
Interviewers
 Interviewers have a direct and dramatic
effect on the way a person responds to a
question.
 Most people tend to side with the view
apparently favored by the interviewer,
especially if they are neutral.
 Friendly interviewers are more successful.
 In general, interviewers of the same gender,
racial, and ethnic groups as those being
interviewed are slightly more successful.
Respondents
 Respondents differ greatly in motivation
to answer correctly and in ability to do so.
 Obtaining an honest response to sensitive
questions is difficult.
 Basic errors
 Recall bias: simply does not remember
 Prestige bias: exaggerates to ‘look’ better
 Intentional deception: lying
 Incorrect measurement: does not understand
the units or definition
Census Sample
 A census study occurs if the entire
population is very small or it is
reasonable to include the entire
population (for other reasons).
 It is called a census sample because
data is gathered on every member
of the population.
Why sample?
 The population of interest is usually
too large to attempt to survey all of
its members.
 A carefully chosen sample can be
used to represent the population.
 The sample reflects the characteristics
of the population from which it is
drawn.
Probability versus Nonprobability
 Probability Samples: each member of
the population has a known non-zero
probability of being selected
 Methods include random sampling, systematic
sampling, and stratified sampling.
 Nonprobability Samples: members are
selected from the population in some
nonrandom manner
 Methods include convenience sampling,
judgment sampling, quota sampling, and
snowball sampling
Random Sampling
Random sampling is the purest form of
probability sampling.
 Each member of the population has an equal and
known chance of being selected.
 When there are very large populations, it is often
‘difficult’ to identify every member of the
population, so the pool of available subjects
becomes biased.
 You can use software, such as minitab to generate
random numbers or to draw directly from the
columns
Systematic Sampling
 Systematic sampling is often used instead
of random sampling. It is also called an Nth
name selection technique.
 After the required sample size has been
calculated, every Nth record is selected from
a list of population members.
 As long as the list does not contain any
hidden order, this sampling method is as good
as the random sampling method.
 Its only advantage over the random sampling
technique is simplicity (and possibly cost
effectiveness).
Stratified Sampling
 Stratified sampling is commonly used
probability method that is superior to random
sampling because it reduces sampling error.
 A stratum is a subset of the population that share
at least one common characteristic; such as
males and females.
 Identify relevant stratums and their actual
representation in the population.
 Random sampling is then used to select a sufficient
number of subjects from each stratum.
 Stratified sampling is often used when one or more
of the stratums in the population have a low
incidence relative to the other stratums.
Cluster Sampling
 Cluster Sample: a probability sample in which
each sampling unit is a collection of elements.
 Effective under the following conditions:
 A good sampling frame is not available or costly,
while a frame listing clusters is easily obtained
 The cost of obtaining observations increases as the
distance separating the elements increases
 Examples of clusters:
 City blocks – political or geographical
 Housing units – college students
 Hospitals – illnesses
 Automobile – set of four tires
Convenience Sampling
 Convenience sampling is used in
exploratory research where the
researcher is interested in getting an
inexpensive approximation.
 The sample is selected because they are
convenient.
 It is a nonprobability method.
 Often used during preliminary research efforts
to get an estimate without incurring the cost or
time required to select a random sample
Judgment Sampling
 Judgment sampling is a common
nonprobability method.
 The sample is selected based upon
judgment.
 an extension of convenience sampling
 When using this method, the researcher
must be confident that the chosen
sample is truly representative of the
entire population.
Quota Sampling
 Quota sampling is the nonprobability
equivalent of stratified sampling.
 First identify the stratums and their
proportions as they are represented in
the population
 Then convenience or judgment sampling
is used to select the required number of
subjects from each stratum.
Snowball Sampling
 Snowball sampling is a special nonprobability
method used when the desired sample
characteristic is rare.
 It may be extremely difficult or cost prohibitive
to locate respondents in these situations.
 This technique relies on referrals from initial
subjects to generate additional subjects.
 It lowers search costs; however, it introduces
bias because the technique itself reduces the
likelihood that the sample will represent a good
cross section from the population.
Sample Size?
 The more heterogeneous a population is,
the larger the sample needs to be.
 Depends on topic – frequently it occurs?
 For probability sampling, the larger the
sample size, the better.
 With nonprobability samples, not
generalizable regardless – still consider
stability of results
Response Rates
 About 20 – 30% usually return a
questionnaire
 Follow up techniques could bring it up to
about 50%
 Still, response rates under 60 – 70%
challenge the integrity of the random
sample
 How the survey is distributed can affect
the quality of sampling
1 sur 22

Recommandé

Sampling Sample Size.ppt par
Sampling Sample Size.pptSampling Sample Size.ppt
Sampling Sample Size.pptAsmaRauf5
15 vues26 diapositives
Sampling methods roll no. 509 par
Sampling methods roll no. 509Sampling methods roll no. 509
Sampling methods roll no. 509s.s saini
197 vues22 diapositives
Chapter5_Sampling_28.10.22 (1).ppt par
Chapter5_Sampling_28.10.22 (1).pptChapter5_Sampling_28.10.22 (1).ppt
Chapter5_Sampling_28.10.22 (1).pptAsmaRahmatRika
9 vues24 diapositives
Sampling techniques par
Sampling techniquesSampling techniques
Sampling techniquesIrfan Hussain
1.3K vues39 diapositives
Sampling research method par
Sampling research methodSampling research method
Sampling research methodM.S. SaHiR
406 vues21 diapositives
SAMPLING.pptx par
SAMPLING.pptxSAMPLING.pptx
SAMPLING.pptxVaagdevi College of Engineering
23 vues53 diapositives

Contenu connexe

Similaire à Chapter5.ppt

sampling par
samplingsampling
samplingVandana Insan
6.1K vues25 diapositives
Sampling.pptx par
Sampling.pptxSampling.pptx
Sampling.pptxprachiaggarwal62
22 vues23 diapositives
Sampling class par
Sampling class Sampling class
Sampling class sangita singh
39 vues41 diapositives
Sampling class phd aku par
Sampling class phd akuSampling class phd aku
Sampling class phd akusangita singh
51 vues41 diapositives
Sampling methods par
Sampling methodsSampling methods
Sampling methodsSagar Gadekar
31.7K vues40 diapositives
RM UNIT 5.pptx par
RM UNIT 5.pptxRM UNIT 5.pptx
RM UNIT 5.pptxPallawiBulakh1
63 vues82 diapositives

Similaire à Chapter5.ppt(20)

Sampling in public health dentistry par Naiya Virani
Sampling in public health dentistrySampling in public health dentistry
Sampling in public health dentistry
Naiya Virani2.7K vues
Sampling.pptx par heencomm
Sampling.pptxSampling.pptx
Sampling.pptx
heencomm30 vues
Types of Sampling .pptx par tanya88715
Types of Sampling .pptxTypes of Sampling .pptx
Types of Sampling .pptx
tanya88715171 vues
Sampling techniques in Research par Pavithra L N
Sampling techniques in Research Sampling techniques in Research
Sampling techniques in Research
Pavithra L N219 vues

Plus de PrincesAprilArreza1

Tranistions -Signal Words.ppt par
Tranistions -Signal Words.pptTranistions -Signal Words.ppt
Tranistions -Signal Words.pptPrincesAprilArreza1
4 vues17 diapositives
Writing-a-Literature-Review-in-Psychology-and-Other-Majors.ppt par
Writing-a-Literature-Review-in-Psychology-and-Other-Majors.pptWriting-a-Literature-Review-in-Psychology-and-Other-Majors.ppt
Writing-a-Literature-Review-in-Psychology-and-Other-Majors.pptPrincesAprilArreza1
13 vues14 diapositives
ANXIETY.pptx par
ANXIETY.pptxANXIETY.pptx
ANXIETY.pptxPrincesAprilArreza1
3 vues27 diapositives
states_of_matter (1).ppt par
states_of_matter (1).pptstates_of_matter (1).ppt
states_of_matter (1).pptPrincesAprilArreza1
2 vues19 diapositives
Newtons 3rd Law of Motion.ppt par
Newtons 3rd Law of Motion.pptNewtons 3rd Law of Motion.ppt
Newtons 3rd Law of Motion.pptPrincesAprilArreza1
18 vues24 diapositives
physics430_lecture07.ppt par
physics430_lecture07.pptphysics430_lecture07.ppt
physics430_lecture07.pptPrincesAprilArreza1
8 vues17 diapositives

Dernier

Lecture: Open Innovation par
Lecture: Open InnovationLecture: Open Innovation
Lecture: Open InnovationMichal Hron
95 vues56 diapositives
Narration lesson plan.docx par
Narration lesson plan.docxNarration lesson plan.docx
Narration lesson plan.docxTARIQ KHAN
99 vues11 diapositives
Ch. 7 Political Participation and Elections.pptx par
Ch. 7 Political Participation and Elections.pptxCh. 7 Political Participation and Elections.pptx
Ch. 7 Political Participation and Elections.pptxRommel Regala
69 vues11 diapositives
7 NOVEL DRUG DELIVERY SYSTEM.pptx par
7 NOVEL DRUG DELIVERY SYSTEM.pptx7 NOVEL DRUG DELIVERY SYSTEM.pptx
7 NOVEL DRUG DELIVERY SYSTEM.pptxSachin Nitave
56 vues35 diapositives
Class 10 English notes 23-24.pptx par
Class 10 English notes 23-24.pptxClass 10 English notes 23-24.pptx
Class 10 English notes 23-24.pptxTARIQ KHAN
95 vues53 diapositives
EIT-Digital_Spohrer_AI_Intro 20231128 v1.pptx par
EIT-Digital_Spohrer_AI_Intro 20231128 v1.pptxEIT-Digital_Spohrer_AI_Intro 20231128 v1.pptx
EIT-Digital_Spohrer_AI_Intro 20231128 v1.pptxISSIP
256 vues50 diapositives

Dernier(20)

Lecture: Open Innovation par Michal Hron
Lecture: Open InnovationLecture: Open Innovation
Lecture: Open Innovation
Michal Hron95 vues
Narration lesson plan.docx par TARIQ KHAN
Narration lesson plan.docxNarration lesson plan.docx
Narration lesson plan.docx
TARIQ KHAN99 vues
Ch. 7 Political Participation and Elections.pptx par Rommel Regala
Ch. 7 Political Participation and Elections.pptxCh. 7 Political Participation and Elections.pptx
Ch. 7 Political Participation and Elections.pptx
Rommel Regala69 vues
7 NOVEL DRUG DELIVERY SYSTEM.pptx par Sachin Nitave
7 NOVEL DRUG DELIVERY SYSTEM.pptx7 NOVEL DRUG DELIVERY SYSTEM.pptx
7 NOVEL DRUG DELIVERY SYSTEM.pptx
Sachin Nitave56 vues
Class 10 English notes 23-24.pptx par TARIQ KHAN
Class 10 English notes 23-24.pptxClass 10 English notes 23-24.pptx
Class 10 English notes 23-24.pptx
TARIQ KHAN95 vues
EIT-Digital_Spohrer_AI_Intro 20231128 v1.pptx par ISSIP
EIT-Digital_Spohrer_AI_Intro 20231128 v1.pptxEIT-Digital_Spohrer_AI_Intro 20231128 v1.pptx
EIT-Digital_Spohrer_AI_Intro 20231128 v1.pptx
ISSIP256 vues
Use of Probiotics in Aquaculture.pptx par AKSHAY MANDAL
Use of Probiotics in Aquaculture.pptxUse of Probiotics in Aquaculture.pptx
Use of Probiotics in Aquaculture.pptx
AKSHAY MANDAL81 vues
Compare the flora and fauna of Kerala and Chhattisgarh ( Charttabulation) par AnshulDewangan3
 Compare the flora and fauna of Kerala and Chhattisgarh ( Charttabulation) Compare the flora and fauna of Kerala and Chhattisgarh ( Charttabulation)
Compare the flora and fauna of Kerala and Chhattisgarh ( Charttabulation)
AnshulDewangan3275 vues
Plastic waste.pdf par alqaseedae
Plastic waste.pdfPlastic waste.pdf
Plastic waste.pdf
alqaseedae110 vues
11.28.23 Social Capital and Social Exclusion.pptx par mary850239
11.28.23 Social Capital and Social Exclusion.pptx11.28.23 Social Capital and Social Exclusion.pptx
11.28.23 Social Capital and Social Exclusion.pptx
mary850239112 vues
Scope of Biochemistry.pptx par shoba shoba
Scope of Biochemistry.pptxScope of Biochemistry.pptx
Scope of Biochemistry.pptx
shoba shoba121 vues
Class 10 English lesson plans par TARIQ KHAN
Class 10 English  lesson plansClass 10 English  lesson plans
Class 10 English lesson plans
TARIQ KHAN239 vues
Narration ppt.pptx par TARIQ KHAN
Narration  ppt.pptxNarration  ppt.pptx
Narration ppt.pptx
TARIQ KHAN110 vues

Chapter5.ppt

  • 2. Defining the Target Population  It is critical to the success of the research project to clearly define the target population.  Rely on logic and judgment.  The population should be defined in connection with the objectives of the study.
  • 3. Technical Terminology  An element is an object on which a measurement is taken.  A population is a collection of elements about which we wish to make an inference.  Sampling units are nonoverlapping collections of elements from the population that cover the entire population.
  • 4. Technical Terms  A sampling frame is a list of sampling units.  A sample is a collection of sampling units drawn from a sampling frame.  Parameter: numerical characteristic of a population  Statistic: numerical characteristic of a sample
  • 5. Errors of nonobservation  The deviation between an estimate from an ideal sample and the true population value is the sampling error.  Almost always, the sampling frame does not match up perfectly with the target population, leading to errors of coverage.
  • 6. Errors of nonobservation  Nonresponse is probably the most serious of these errors.  Arises in three ways:  Inability of the person responding to come up with the answer  Refusal to answer  Inability to contact the sampled elements
  • 7. Errors of observation  These errors can be classified as due to the interviewer, respondent, instrument, or method of data collection.
  • 8. Interviewers  Interviewers have a direct and dramatic effect on the way a person responds to a question.  Most people tend to side with the view apparently favored by the interviewer, especially if they are neutral.  Friendly interviewers are more successful.  In general, interviewers of the same gender, racial, and ethnic groups as those being interviewed are slightly more successful.
  • 9. Respondents  Respondents differ greatly in motivation to answer correctly and in ability to do so.  Obtaining an honest response to sensitive questions is difficult.  Basic errors  Recall bias: simply does not remember  Prestige bias: exaggerates to ‘look’ better  Intentional deception: lying  Incorrect measurement: does not understand the units or definition
  • 10. Census Sample  A census study occurs if the entire population is very small or it is reasonable to include the entire population (for other reasons).  It is called a census sample because data is gathered on every member of the population.
  • 11. Why sample?  The population of interest is usually too large to attempt to survey all of its members.  A carefully chosen sample can be used to represent the population.  The sample reflects the characteristics of the population from which it is drawn.
  • 12. Probability versus Nonprobability  Probability Samples: each member of the population has a known non-zero probability of being selected  Methods include random sampling, systematic sampling, and stratified sampling.  Nonprobability Samples: members are selected from the population in some nonrandom manner  Methods include convenience sampling, judgment sampling, quota sampling, and snowball sampling
  • 13. Random Sampling Random sampling is the purest form of probability sampling.  Each member of the population has an equal and known chance of being selected.  When there are very large populations, it is often ‘difficult’ to identify every member of the population, so the pool of available subjects becomes biased.  You can use software, such as minitab to generate random numbers or to draw directly from the columns
  • 14. Systematic Sampling  Systematic sampling is often used instead of random sampling. It is also called an Nth name selection technique.  After the required sample size has been calculated, every Nth record is selected from a list of population members.  As long as the list does not contain any hidden order, this sampling method is as good as the random sampling method.  Its only advantage over the random sampling technique is simplicity (and possibly cost effectiveness).
  • 15. Stratified Sampling  Stratified sampling is commonly used probability method that is superior to random sampling because it reduces sampling error.  A stratum is a subset of the population that share at least one common characteristic; such as males and females.  Identify relevant stratums and their actual representation in the population.  Random sampling is then used to select a sufficient number of subjects from each stratum.  Stratified sampling is often used when one or more of the stratums in the population have a low incidence relative to the other stratums.
  • 16. Cluster Sampling  Cluster Sample: a probability sample in which each sampling unit is a collection of elements.  Effective under the following conditions:  A good sampling frame is not available or costly, while a frame listing clusters is easily obtained  The cost of obtaining observations increases as the distance separating the elements increases  Examples of clusters:  City blocks – political or geographical  Housing units – college students  Hospitals – illnesses  Automobile – set of four tires
  • 17. Convenience Sampling  Convenience sampling is used in exploratory research where the researcher is interested in getting an inexpensive approximation.  The sample is selected because they are convenient.  It is a nonprobability method.  Often used during preliminary research efforts to get an estimate without incurring the cost or time required to select a random sample
  • 18. Judgment Sampling  Judgment sampling is a common nonprobability method.  The sample is selected based upon judgment.  an extension of convenience sampling  When using this method, the researcher must be confident that the chosen sample is truly representative of the entire population.
  • 19. Quota Sampling  Quota sampling is the nonprobability equivalent of stratified sampling.  First identify the stratums and their proportions as they are represented in the population  Then convenience or judgment sampling is used to select the required number of subjects from each stratum.
  • 20. Snowball Sampling  Snowball sampling is a special nonprobability method used when the desired sample characteristic is rare.  It may be extremely difficult or cost prohibitive to locate respondents in these situations.  This technique relies on referrals from initial subjects to generate additional subjects.  It lowers search costs; however, it introduces bias because the technique itself reduces the likelihood that the sample will represent a good cross section from the population.
  • 21. Sample Size?  The more heterogeneous a population is, the larger the sample needs to be.  Depends on topic – frequently it occurs?  For probability sampling, the larger the sample size, the better.  With nonprobability samples, not generalizable regardless – still consider stability of results
  • 22. Response Rates  About 20 – 30% usually return a questionnaire  Follow up techniques could bring it up to about 50%  Still, response rates under 60 – 70% challenge the integrity of the random sample  How the survey is distributed can affect the quality of sampling