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27 Cards in this Set

  • Front
  • Back
Define population
the complete set of all conceivable observations of a variable
Define sample
a subset of a population is a sample
Why is information almost always collected from a sample rather than the population?
1. Economic - less expensive
2. Timeliness - takes less time
3. Size and accessibility - difficult to collect from population
4. Observation and destruction - destruction of element being observed. Cannot destroy population.
Describe the two theories associated with sampling
1. How sample is chosen
2. How inferences are made about population from the sample.
List several applications of Sampling
1. Opinion polls
2. Quality control
3. Checking invoices (auditing)
What must exist for correct conclusions to be drawn about a population?
Samples must be representative.
Define sampling bias
Samples are consistently not representative of the population.
What is the fundamental method of ensuring that samples are representative of the population?
Using simple random sampling
List and describe variations of simple random sampling.
1. Multi-stage sampling - permits collection in just a few sections of area, cutting down on travelling and interviewing expenses.
2. Stratified sampling - using knowledge about population to determine how to sample.
Define Judgement Sampling
all methods that are not random and use personal judgement.
Primarily process for random sampling
using random generated numbers that are assigned to the population.
Describe Multi-Stage Sampling
1. Population is split into groups, each group split into sub-groups, etc.
2. Samples taken at each stage
Benefit is that it is easier to get listing of populatio in this manner.
Describe Cluster Sampling
Same as Multi-Stage Sampling except at the final grouping all individuals are included in sample.
Describe Ordinary Cluster Sampling
Describe Stratified Sampling
1. Use prior knowledge of population to make sample more representative
2. Population is split into subpopulations (strata) of known proportion
3. Sample is taken of each strata in same proportion.
How does weighting affect sampling
If strata exists but proportions are not known before sampling, then weighting providing the adjustment after sampling. The strata's result are weighted according to this formula (% of pop/% of sample)
Describe probability sampling
A sampling method which allows for elements to have differing chances of being selected as a sample.
Describe variable sampling
A sampling method where some special subpopulation is over-sampled. Due to the importance of gathering information from this subpopulation.
Describe Area Sampling
Artificial breaking down of the population to make sampling easier.
List the main Judgement Sampling methods.
1. Systematic Sampling - taken at regular intervals from Population
2. Convenience Sampling - easiest way possible, when no other way exists. Medical. Must understand - not random.
3. Quota Sampling - to overcome interviewer bias. List given to interviewer about how many in each sub-group (random from there on).
What is the problem of inference in sampling?
Since no sample can be definitely known to be representative of the population, there is a need to estimate the errors that may arise. Can only be done when Random sampling used.
How does stratified sampling affect accuracy of estimates?
Increases level of estimates
Define the sampling frame
the complete list from which the sample is selected (not population - due to inaccurate records, etc.) A big difference between population and sampling frame may mean results are unreliable.
Describe non-response and its impact
If cannot complete the interview for, then that is non-response. This may lead to bias in the sample.
List types of sampling bias
1. Sampling frame error
2. Non-response
3. Inaccurate measurement
4. Interviewer bias
5. Interviewee bias
6. Instrument bias
What are the approaches to determining Sample size?
1. Ask what level of accuracy is needed? Can determine size through mathematics.
2. Collect largest sample that budget allows.
Methods of sampling for small population
1. Replacement - return element to population after selection (may be selected again)
2. Sampling without replacement - uses a different theory for calculating accuracy. More complicated.