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Presented to:
 Ms. Sukhbir Kaur    Presented By:
                    Vandana(843)
                    Reema(829)
                    MBA 2nd sem
OBJECTIVES
1. Intoduction of sampling
2. Understand sampling terms
3.     Types of sampling design
4.     Sampling process
5.      Advantages and disadvantages of sampling
In simple words, sampling consists of obtaining
information from a portion of a larger group or an
universe. Elements are selected in a manner that
they yield almost all information about the whole
universe, if and when selected according to some
scientific principles and procedures.
Sampling Terminology
 Population or universe
 Census
 Sample
 Sample unit
 Sample size
POPULATION
 The entire aggregation of items from which samples
 can be drawn is known as a population. In sampling,
 the population may refer to the units, from which the
 sample is drawn. A population of interest may be the
 universe of nations or cities. This is one of the first
 things the analyst needs to define properly while
 conducting a business research. Therefore, population,
 contrary to its general notion as a nation’s entire
 population has a much broader meaning in sampling.
 “N” represents the size of the population.
CENSUS
A complete study of all the elements present in the
  population is known as a census. The general notion
  that a census generates more accurate data than
  sampling is not always true. The national population
  census is an example of census survey
SAMPLE
 A Sample is a selection of units from the entire group
 called the population or universe of interest. It is
 Subset of a larger population
SAMPLE UNIT
 A sampling unit is a basic unit that contains a single
  element or a group of elements of the population to be
  sampled.

SAMPLE SIZE
• Number of sample unit in a sample is the size of
  sample
SAMPLING DESIGN
 PROBABILITY SAMPLING
 NON-PROBABILITY SAMPLING
SAMPLE DESIGN


NON-PROBABILITY SAMPLES     PROBABILITY SAMPLES




.CONVENIENCE                  .SIMPLE RANDOM
.JUDGMENTAL                   .STRATIFIED
.QUOTA                        .CLUSTER
.SNOWBALL                     .SYSTEMATIC
NON-PROBABILITY SAMPLING

 The probability of any particular member being
  chosen for the sample is unknown
CONVENIENCE SAMPLING
 The sampling procedure of obtaining the people or
  units that are most conveniently available
 Accidental sampling is a type of nonprobability
  sampling which involves the sample being drawn from
  that part of the population which is close to hand
QUOTA SAMPLING
 in quota sampling, the population is first segmented
  into mutually exclusive In quota sampling the
  selection of the sample is non-random sub-groups
 In the quota sampling the interviewers are instructed
  to interview a specified no of persons from each
  category. In studying peoples status, living conditions,
  preference, opinions, attitudes, etc
JUDGEMENT SAMPLING
 Samples in which the selection criteria are based on
  personal judgment that the element is representative of the
  population under study.

   Example:--
    In test marketing, a judgement is made as to which
    cities would constitute the best ones for testing the
    marketability of a new product.
SNOWBALL SAMPLING
 samples in which selection of additional respondents
  is based on referrals from the initial respondents
 Initial respondents are selected by probability
  methods
 Additional respondents are obtained from information
  provided by the initial respondents
PROBABILITY SAMPLING

 Every member of the population has a known,
  non-zero probability of being selected
Simple random sampling

Random sampling mean, the
  arrangement of conditions in
  such a manner that every
  item of the whole universe
  from which we are to select
  the sample shall have the
  same chance of being
  selected as any other item.

Among all the probability
 sampling procedures random
 sampling is the most basic
 and least complicated.
Systematic sampling

1.   Prepare a list of all the elements in the
     universe and number them. This list
     can be according to alphabetical order,
     as in records etc.
2.     Then from the list, every third/every
     8th / or any other number in the like
     manner can be selected.

For this method, population needs to be
  homogeneous. This method is frequently
  used, because it is simple, direct and
  inexpensive. Also known as patterned,
  serial or chain sampling.
Stratified sampling

 When the population is
 divided into different stratas or
 groups and then samples are
 selected from each stratum by
 simple random sampling
 procedure, we call it as
 stratified random sampling
Types of Stratified Sampling

 Disproportionate stratified sampling:
                 Also known as ‘equal size stratified
  sampling’. In this method an equal no. of cases are
  selected from each stratum, irrespective of the size of
  the stratum in the universe.
 Proportionate stratified sampling:
                 Here the cases are drawn from each
  stratum in the same proportion as they occur in the
  universe. Therefore, in this method the no. of samples
  to be drawn varies from stratum to stratum according
  to their size.
Cluster Sampling
 The whole population is divided in small
  clusters it may be according to location.
  Then clusters are selected in sample
 The purpose of cluster sampling is to
  sample economically while retaining the
  characteristics of a probability sample.
 The primary sampling unit is no longer
  the individual element in the population
 The primary sampling unit is a larger
  cluster of elements located in proximity to
  one another
SAMPLING PROCESS
            Defining the target
               population.
         Specifying the sampling
                  frame.
         Specifying the sampling
                  unit.
         Selection of the sampling
                 method.
         Determination of sample
                  size.
         Specifying the sampling
                  plan.

           Selecting the sample.
Advantages of sampling
 Helps to collect vital information more quickly and it
  helps to make estimates of the characteristics of the
  total population in a shorter time
 Sampling cuts costs. Much of time and money is saved
  at each stage of research
 Sampling techniques often increases the accuracy of
  the data. With small samples it become easier to check
  the accuracy of the data.
 From the administrative point of view also sampling
  become easier – problem of hiring the staff, task of
  training and supervising will become easier
Disadvantages of sampling
 Sampling is not flexible in a situation where
  knowledge about each unit is needed. E.g. estimation
  of national income for the current year.
 Reliability of information depends upon the
  representativeness of the sample of the total
  population
 Most of the sampling techniques require the service of
  a sampling experts or statisticians.
sampling

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sampling

  • 1. Presented to: Ms. Sukhbir Kaur Presented By: Vandana(843) Reema(829) MBA 2nd sem
  • 2. OBJECTIVES 1. Intoduction of sampling 2. Understand sampling terms 3. Types of sampling design 4. Sampling process 5. Advantages and disadvantages of sampling
  • 3. In simple words, sampling consists of obtaining information from a portion of a larger group or an universe. Elements are selected in a manner that they yield almost all information about the whole universe, if and when selected according to some scientific principles and procedures.
  • 4. Sampling Terminology  Population or universe  Census  Sample  Sample unit  Sample size
  • 5. POPULATION  The entire aggregation of items from which samples can be drawn is known as a population. In sampling, the population may refer to the units, from which the sample is drawn. A population of interest may be the universe of nations or cities. This is one of the first things the analyst needs to define properly while conducting a business research. Therefore, population, contrary to its general notion as a nation’s entire population has a much broader meaning in sampling. “N” represents the size of the population.
  • 6. CENSUS A complete study of all the elements present in the population is known as a census. The general notion that a census generates more accurate data than sampling is not always true. The national population census is an example of census survey
  • 7. SAMPLE  A Sample is a selection of units from the entire group called the population or universe of interest. It is Subset of a larger population
  • 8. SAMPLE UNIT  A sampling unit is a basic unit that contains a single element or a group of elements of the population to be sampled. SAMPLE SIZE • Number of sample unit in a sample is the size of sample
  • 9. SAMPLING DESIGN  PROBABILITY SAMPLING  NON-PROBABILITY SAMPLING
  • 10. SAMPLE DESIGN NON-PROBABILITY SAMPLES PROBABILITY SAMPLES .CONVENIENCE .SIMPLE RANDOM .JUDGMENTAL .STRATIFIED .QUOTA .CLUSTER .SNOWBALL .SYSTEMATIC
  • 11. NON-PROBABILITY SAMPLING  The probability of any particular member being chosen for the sample is unknown
  • 12. CONVENIENCE SAMPLING  The sampling procedure of obtaining the people or units that are most conveniently available  Accidental sampling is a type of nonprobability sampling which involves the sample being drawn from that part of the population which is close to hand
  • 13. QUOTA SAMPLING  in quota sampling, the population is first segmented into mutually exclusive In quota sampling the selection of the sample is non-random sub-groups  In the quota sampling the interviewers are instructed to interview a specified no of persons from each category. In studying peoples status, living conditions, preference, opinions, attitudes, etc
  • 14. JUDGEMENT SAMPLING  Samples in which the selection criteria are based on personal judgment that the element is representative of the population under study.  Example:-- In test marketing, a judgement is made as to which cities would constitute the best ones for testing the marketability of a new product.
  • 15. SNOWBALL SAMPLING  samples in which selection of additional respondents is based on referrals from the initial respondents  Initial respondents are selected by probability methods  Additional respondents are obtained from information provided by the initial respondents
  • 16. PROBABILITY SAMPLING  Every member of the population has a known, non-zero probability of being selected
  • 17. Simple random sampling Random sampling mean, the arrangement of conditions in such a manner that every item of the whole universe from which we are to select the sample shall have the same chance of being selected as any other item. Among all the probability sampling procedures random sampling is the most basic and least complicated.
  • 18. Systematic sampling 1. Prepare a list of all the elements in the universe and number them. This list can be according to alphabetical order, as in records etc. 2. Then from the list, every third/every 8th / or any other number in the like manner can be selected. For this method, population needs to be homogeneous. This method is frequently used, because it is simple, direct and inexpensive. Also known as patterned, serial or chain sampling.
  • 19. Stratified sampling  When the population is divided into different stratas or groups and then samples are selected from each stratum by simple random sampling procedure, we call it as stratified random sampling
  • 20. Types of Stratified Sampling  Disproportionate stratified sampling: Also known as ‘equal size stratified sampling’. In this method an equal no. of cases are selected from each stratum, irrespective of the size of the stratum in the universe.  Proportionate stratified sampling: Here the cases are drawn from each stratum in the same proportion as they occur in the universe. Therefore, in this method the no. of samples to be drawn varies from stratum to stratum according to their size.
  • 21. Cluster Sampling  The whole population is divided in small clusters it may be according to location. Then clusters are selected in sample  The purpose of cluster sampling is to sample economically while retaining the characteristics of a probability sample.  The primary sampling unit is no longer the individual element in the population  The primary sampling unit is a larger cluster of elements located in proximity to one another
  • 22. SAMPLING PROCESS Defining the target population. Specifying the sampling frame. Specifying the sampling unit. Selection of the sampling method. Determination of sample size. Specifying the sampling plan. Selecting the sample.
  • 23. Advantages of sampling  Helps to collect vital information more quickly and it helps to make estimates of the characteristics of the total population in a shorter time  Sampling cuts costs. Much of time and money is saved at each stage of research  Sampling techniques often increases the accuracy of the data. With small samples it become easier to check the accuracy of the data.  From the administrative point of view also sampling become easier – problem of hiring the staff, task of training and supervising will become easier
  • 24. Disadvantages of sampling  Sampling is not flexible in a situation where knowledge about each unit is needed. E.g. estimation of national income for the current year.  Reliability of information depends upon the representativeness of the sample of the total population  Most of the sampling techniques require the service of a sampling experts or statisticians.