SAMPLE
B Y
W A S A N M A G D Y K H A M I S 5 2 1 2 3 3 3
R E N A D M A G D Y K H A M I S 5 2 1 2 1 4 7
OUTLINE
- Terminology
- Difference between Probability sample AND Non-probability sample
- How to select sample
- Probability sample
- Questions
TERMINOLOGY
• Population … is the total collection of elements about which we wish to make some
inferences
• Sample … Subset of a larger population
• Sampling Frame … is the listing of all population elements from which the sample will
be drawn
• Sampling Units … Group selected for the sample
• Sampling scheme … Method of selecting sampling units from sampling frame
GOOD SAMPLE
Good sample depends on the nature of population , time and money
- The sample must be:
1. representative of the population
2. appropriately sized (the larger the better)
3. unbiased
4. random (selections occur by chance)
SAMPLING TECHNIQUE
DIFFERENCE BETWEEN …
• Probability sample – a method of sampling that uses of random selection so that all
units/ cases in the population have an equal probability of being chosen.
• Non-probability sample – does not involve random selection and methods are not
based on the rationale of probability theory.
SIMPLE RANDOM SAMPLING
• A sampling procedure that ensures that each element in the population will have an equal
chance of being included in the sample
Advantages
• Easy to implement with random dialing
Disadvantages
• Requires list of population elements
• Time consuming
• Larger sample needed
• Produces larger errors
• High cost
SYSTEMATIC SAMPLING
• A simple process , Every name from the list will be drawn and systematically chose sample
Advantages
• Simple to design
• Easier than simple random
• Easy to determine sampling distribution
of mean or proportion
Disadvantages
• Trends in list may bias results
• Moderate cost
STRATIFIED SAMPLING
• Subsamples are drawn within different strata
• Each stratum is more or less equal on some
characteristic
Advantages
• Control of sample size in strata
• Increased statistical efficiency
• Provides data to represent and analyze subgroups
• Enables use of different methods in strata
Disadvantages
• Increased error if subgroups are selected at different rates
• Especially expensive if strata on population must be created
• High cost
CLUSTER SAMPLING
the researcher divides the population into separate groups, called clusters then, a simple random
sample of clusters is selected from the population.
The researcher conducts his analysis on data from the sampled clusters
• Advantages
• Provides an unbiased
• Economically more efficient than simple random
• Lowest cost per sample
• Easy to do without list
Disadvantages
• Often lower statistical efficiency due to subgroups being
homogeneous rather than heterogeneous
• Moderate cost
SIMPLE RANDOM SAMPLING
SYSTEMATIC SAMPLING
STRATIFIED SAMPLING
CLUSTER SAMPLING
REFERENCE
• https://www.mathstopia.net/sampling/systematic-random-sampling
• https://en.wikipedia.org/wiki/Sampling_(statistics)
• http://www.simplypsychology.org/sampling.html

Sample tecnique

  • 1.
    SAMPLE B Y W AS A N M A G D Y K H A M I S 5 2 1 2 3 3 3 R E N A D M A G D Y K H A M I S 5 2 1 2 1 4 7
  • 2.
    OUTLINE - Terminology - Differencebetween Probability sample AND Non-probability sample - How to select sample - Probability sample - Questions
  • 3.
    TERMINOLOGY • Population …is the total collection of elements about which we wish to make some inferences • Sample … Subset of a larger population • Sampling Frame … is the listing of all population elements from which the sample will be drawn • Sampling Units … Group selected for the sample • Sampling scheme … Method of selecting sampling units from sampling frame
  • 4.
    GOOD SAMPLE Good sampledepends on the nature of population , time and money - The sample must be: 1. representative of the population 2. appropriately sized (the larger the better) 3. unbiased 4. random (selections occur by chance)
  • 5.
  • 6.
    DIFFERENCE BETWEEN … •Probability sample – a method of sampling that uses of random selection so that all units/ cases in the population have an equal probability of being chosen. • Non-probability sample – does not involve random selection and methods are not based on the rationale of probability theory.
  • 7.
    SIMPLE RANDOM SAMPLING •A sampling procedure that ensures that each element in the population will have an equal chance of being included in the sample Advantages • Easy to implement with random dialing Disadvantages • Requires list of population elements • Time consuming • Larger sample needed • Produces larger errors • High cost
  • 8.
    SYSTEMATIC SAMPLING • Asimple process , Every name from the list will be drawn and systematically chose sample Advantages • Simple to design • Easier than simple random • Easy to determine sampling distribution of mean or proportion Disadvantages • Trends in list may bias results • Moderate cost
  • 9.
    STRATIFIED SAMPLING • Subsamplesare drawn within different strata • Each stratum is more or less equal on some characteristic Advantages • Control of sample size in strata • Increased statistical efficiency • Provides data to represent and analyze subgroups • Enables use of different methods in strata Disadvantages • Increased error if subgroups are selected at different rates • Especially expensive if strata on population must be created • High cost
  • 10.
    CLUSTER SAMPLING the researcherdivides the population into separate groups, called clusters then, a simple random sample of clusters is selected from the population. The researcher conducts his analysis on data from the sampled clusters • Advantages • Provides an unbiased • Economically more efficient than simple random • Lowest cost per sample • Easy to do without list Disadvantages • Often lower statistical efficiency due to subgroups being homogeneous rather than heterogeneous • Moderate cost
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