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Questions and Answers
What characterizes a good sample?
Which scenario illustrates a non-response bias?
In which situation would selection bias most likely occur?
What defines a stratified random sample?
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What is a major downside of using a biased sampling frame?
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What is a simple random sample (SRS)?
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What type of bias occurs when survey participants provide inaccurate responses favoring a specific outcome?
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Which is a characteristic of a cluster random sample?
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Which of the following is NOT a source of bias when conducting surveys?
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Why can a survey sampling method result in systematic underrepresentation?
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What defines a sampling frame?
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Which scenario illustrates a sampling frame that is not identical to the population of interest?
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What is the likely effect of bias in a sampling process?
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In what way can a sampling frame be considered representative?
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Which type of sampling design can potentially reduce bias?
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What distinguishes bias from random/sampling error?
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When obtaining a sample from a street corner, what is a potential source of bias?
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Which option best describes the ideal sampling frame?
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When is it acceptable to use a non-representative sampling frame?
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Which type of sampling is characterized by taking a simple random sample from each segment after partitioning the sampling frame into strata?
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What is the main advantage of using a cluster sample compared to other sampling methods?
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When is it most appropriate to use systematic random sampling?
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What kind of sample consists of individuals that are easiest to reach for data collection?
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How can sampling error be minimized according to the principles of sampling?
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What is a systematic selected sample where every $k^{th}$ member is chosen called?
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Which sampling design is the most costly but provides insight into different strata of interest?
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What type of sampling could lead to larger error if the clusters chosen do not reflect the population's diversity?
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In what scenario is it inappropriate to use systematic random sampling?
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Which type of sampling method is often considered non-scientific and results cannot be generalized?
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Study Notes
Sampling and Data Collection
- A sample is a subset of elements from a larger population, used for analysis.
- The sampling frame represents the set of elements from which the sample is drawn and should ideally align with the population of interest.
Identifying Components of Data Collection
- Identify the sampling frame, sample, parameter of interest, and sampling design from given descriptions.
- Examples demonstrate gaps between the sampling frame and population:
- Using a telephone directory does not include all Vancouver residents (unlisted, homeless).
- Approaching pedestrians at a location results in a sample that might include non-residents.
- A registrar's list of students can provide an accurate sampling frame when it matches the population.
Good vs. Bad Samples
- A good sample is representative of the population in terms of characteristics relevant to the study.
- A bad sample is systematically biased and misrepresents segments of the population.
- Example of bias: surveying friends to estimate food spending results in underrepresentation of other groups like workers or parents.
Types of Bias in Sampling
- Selection Bias occurs when the sample is not representative, often due to an improper sampling frame or non-random designs.
- Non-response Bias happens if non-responders differ from responders regarding the characteristic of interest, such as GPA in surveys.
- Response Bias arises when inaccurate responses skew results, favoring one outcome over another.
Sampling Design
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Random Sampling ensures every element has an equal chance of being selected. Types include:
- Simple Random Sample (SRS): Each subset has an equal chance (e.g., lottery).
- Stratified Random Sample: Frame divided into strata, samples taken from each (e.g., different types of clients).
- Cluster Random Sample: Entire clusters randomly selected, then sampled (e.g., schools within a district).
- Systematic Random Sample: Selecting every kth element from a list after a random start.
Sampling Error vs. Bias
- Sampling Error occurs regardless of bias; it is the variation between the sample statistic and the population parameter and generally decreases with larger samples.
- Bias cannot be remedied by increasing sample size and leads to systematic overestimation or underestimation.
Combination of Designs
- Often, a mix of sampling techniques is employed for better representation and efficiency.
- Example: Using systematic sampling from different strata of clients in an accounting firm.
Non-Random Sampling
- Non-random samples (judgment or convenience samples) can be employed when random sampling is not feasible, though results may not be generalizable.
- Judgment samples are selected based on the researcher's discretion, while convenience samples gather readily available data.
Effective Sampling Strategies
- Stratified samples are costly but effective when strata have significant differences.
- Cluster samples are budget-friendly but can introduce greater error if strata are heterogeneous.
- Systematic samples are helpful when elements can be ordered but should avoid cyclical patterns.
Conclusion
- Understanding sampling methods, biases, and the differences between sampling error and bias is crucial for effective data collection and analysis.
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Description
This quiz focuses on understanding sampling concepts in statistics, including definitions of samples, sampling frames, and parameters of interest. It also addresses the differences between bias and random error, along with identifying sources of bias and their effects on data. Additionally, various sampling designs and their pros and cons will be evaluated.