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Sampling Terms
 | Elements |
 | Population |
 | Sampling |
 | Sampling Frame |
 | Enumeration Units |
 | Sampling Units |
Elements
Individual members of a population whose
characteristics are to be measured
Population
The set of individuals to which study
findings will be generalized
Sampling
Not necessary when all units in the
population are identical or resources are unlimited
Sampling Frame
List of the study population
Enumeration Units
Units that contain one or more elements
and that are listed in a sampling frame
Sampling Units
Units listed at each stage of a
multistage sampling design.
Examples
 | Employees in a large factory are selected
from the factorys personnel list for a study of job satisfaction. The researchers
discuss in their results the implications of their findings for "job satisfaction in
contemporary factories." In sampling terminology, employees are the elements,
the personnel list is the sample, and employees in contemporary factories are the target
population.
|
 | In a study of DBU students
attitudes, a group of classes was selected and then students within those classes were
questioned.
 | DBU classes are the primary sampling
units, and students are the secondary sampling units. |
|
Sampling Error
 | Any difference between the characteristics
of the sample and the population from which it is draw. |
 | The larger the sampling error, the less
representative the sample. |
Representative and
Unrepresentative Samples
Representative
Sample
 | Sample that "looks like" the
population from which it was drawn |
 | The distribution of characteristics of
elements in a representative sample is the same as the distribution of those
characteristics among the total population of elements. |
Census
Researchers study all of the elements of
a population instead of taking a sample
Nonprobability or
Probability Sampling
The most important distinction that needs
to be made about samples is whether they are based on a nonprobability or a probability
sampling method
Probability of
selection
Likelihood that an element will be
selected from the population for the sample
Probability
sampling method
 | Sampling method where nothing but chance
determines which elements are included (random sampling) |
 | Allows one to know in advance how
likelihood of selection |
 | Eliminates systematic bias |
 | Larger the sample, the more homogeneous
the population, the more representative |
Nonprobability
sampling method
Sampling method where likelihood of
selection is not known
Election
Outcomes:Predicted & Actual
Chance = Random
Random sampling
 | The probability for selection is equal for
every element |
 | systematic |
 | chance |
 | probability |
 | representative |
Simple random
sampling
 | Strictly on the basis of chance |
 | In a class exercise, students in a
research methods class were asked to wear numbered id tags and to collect sample data on
the ages of members of the class. using a random numbers table, each student selected 10
numbers. Students then contacted those students matching the selected numbers and asked
their ages. |
Least sampling
error
In the exercise described above,
students sample means were compared to the population mean (computed by the teaching
assistant). The sample mean closest to the population mean had the least sampling error.
Nonrespondent
In the exercise described above, a
student who was not willing to give his or her age would be called, in sampling terms, a nonrespondent.
Replacement
sampling
Sample in which elements are returned to
sampling frame and may be sampled again
Systematic random
sampling
After the first case is selected, every nth
case is selected for the sample, where n is the sampling interval.
Cluster sampling
 | A probability sampling method |
 | Random, multi-stage sampling procedure |
Cluster Sampling
Rossis Homeless
Cluster Sample
Stratified Random
Sampling
 | Uses information known about the total
population
 | gender, race, religion
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Proportionate
Stratified Sampling
 | the proportion of each stratum that is
included in the sample is proportionate to the general population
 | You must draw a sample of 1,000 from the
population of a large state in order to estimate insurance coverage. A list of all state
residents and their incomes is available from the state census bureau. Use a proportionate
stratified random sample, using income for strata. |
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Sample Quality
Questions
 | From what population were the cases
selected? |
 | What method was used to select cases? |
 | Do the cases studied represent the
population? |
Partial Sampling
Distribution:
Mean Family Income
Normal Sampling
Distribution:
Mean Family Income
The Effect of Sample Size
on Sampling Distributions
Availability
sampling
Accidental or convenience sample
Quota sampling
Quotas are set to ensure that the sample
represents certain characteristics.
Quota Sampling
Purposive sampling
 | Key informant survey
 | targets individuals particularly
knowledgeable |
|
 | Each sample element is selected for a
purpose |
Snowball sampling
Respondent-driven sampling
Respondent-Driven
Sampling
Inferential
Statistics
Estimate how likely it is that a
statistical conclusion based on a random sample is representative of the population
The sample size
must be larger:
 | Less sampling error (rather than more) is
desired |
 | An analysis involving many variables
(rather than few) is planned |
 | When a sample random sample (rather than a
stratified random sample) is drawn |
 | A more heterogeneous population (versus a
more homogeneous population) is sampled |
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