Podcast
Questions and Answers
What is the primary purpose of sampling in research?
What is the primary purpose of sampling in research?
- To eliminate the need for a hypothesis
- To gather data from every individual in the population
- To increase the overall sample size
- To make comprehensive studies practical (correct)
Which of the following best defines a sample?
Which of the following best defines a sample?
- An estimate of the total population size
- A portion of a population chosen to represent the whole (correct)
- A random selection of all individuals in a population
- A systematic review of all variables in the population
Which statement is true regarding sampling techniques?
Which statement is true regarding sampling techniques?
- Sampling is necessary to ensure representativeness without studying every individual (correct)
- Sampling is optional if the population is small
- Sampling should always focus on one specific variable
- All samples must include every member of the population
Why might comprehensive studies in research be considered impractical?
Why might comprehensive studies in research be considered impractical?
Which aspect is critical for a sample to be effective in representing a population?
Which aspect is critical for a sample to be effective in representing a population?
What is one of the primary advantages of sampling compared to a comprehensive survey?
What is one of the primary advantages of sampling compared to a comprehensive survey?
Which advantage of sampling can enhance research efficiency?
Which advantage of sampling can enhance research efficiency?
When might sampling be the only feasible option?
When might sampling be the only feasible option?
What is a common misconception about the information gained through sampling?
What is a common misconception about the information gained through sampling?
Which of the following is NOT an advantage of sampling?
Which of the following is NOT an advantage of sampling?
What can be determined regarding an individual from the population?
What can be determined regarding an individual from the population?
Which statistical measure can be computed from a sample result?
Which statistical measure can be computed from a sample result?
What conclusion can be drawn from the sample results?
What conclusion can be drawn from the sample results?
Which statement is true concerning the probability of selection from a population?
Which statement is true concerning the probability of selection from a population?
How does standard error relate to sample results?
How does standard error relate to sample results?
What is a systematic random sample?
What is a systematic random sample?
In the example given, what is the total population size?
In the example given, what is the total population size?
If selecting 10 individuals from a population of 100, which of the following numbers could represent a starting point in systematic sampling?
If selecting 10 individuals from a population of 100, which of the following numbers could represent a starting point in systematic sampling?
What is the maximum number you can randomly select to start sampling from a population of 10?
What is the maximum number you can randomly select to start sampling from a population of 10?
Which of the following best describes the selection method in the example provided?
Which of the following best describes the selection method in the example provided?
What is the purpose of using paper cards in the process described?
What is the purpose of using paper cards in the process described?
How should the number of paper cards relate to the population size?
How should the number of paper cards relate to the population size?
In the process described, what is indicated by the serial number on each paper card?
In the process described, what is indicated by the serial number on each paper card?
What is implied by the phrase 'make a frame as shown in this figure'?
What is implied by the phrase 'make a frame as shown in this figure'?
What does the process primarily focus on with respect to the population?
What does the process primarily focus on with respect to the population?
What is one advantage of the method described in the content?
What is one advantage of the method described in the content?
What is a disadvantage of the sampling method mentioned?
What is a disadvantage of the sampling method mentioned?
Which statement best summarizes the precision of the method discussed?
Which statement best summarizes the precision of the method discussed?
What might be a consequence of a poorly constructed population frame?
What might be a consequence of a poorly constructed population frame?
Which of the following is NOT a challenge associated with the method described?
Which of the following is NOT a challenge associated with the method described?
Flashcards
Sample
Sample
A smaller group selected from a larger group, aiming to represent the larger group's characteristics.
Sampling
Sampling
The process of choosing a sample from a population.
Population
Population
The larger group from which a sample is taken.
Variables
Variables
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Representative Sample
Representative Sample
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Probability of Selection
Probability of Selection
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Standard Error
Standard Error
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Generalization
Generalization
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Determined Probability
Determined Probability
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Sample Result Generalization
Sample Result Generalization
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Lower cost
Lower cost
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Greater speed
Greater speed
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Greater information
Greater information
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When complete survey is impossible
When complete survey is impossible
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Sampling Frame
Sampling Frame
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Paper Cards in Sampling
Paper Cards in Sampling
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Population Size
Population Size
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Sampling Technique
Sampling Technique
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Stratified Sampling (Precision)
Stratified Sampling (Precision)
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Stratified Sampling (Disadvantage)
Stratified Sampling (Disadvantage)
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Stratified Sampling (Representation)
Stratified Sampling (Representation)
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Stratified Sampling (Error Reduction)
Stratified Sampling (Error Reduction)
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Stratified Sampling (Subgroup Analysis)
Stratified Sampling (Subgroup Analysis)
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Systematic Random Sampling
Systematic Random Sampling
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How does Systematic Random Sampling work?
How does Systematic Random Sampling work?
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Why use Systematic Random Sampling?
Why use Systematic Random Sampling?
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Factors to consider in Systematic Random Sampling
Factors to consider in Systematic Random Sampling
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Real-world examples of Systematic Random Sampling
Real-world examples of Systematic Random Sampling
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Study Notes
Sampling Techniques
- A sample is a part of a population chosen to represent the population's variables.
- Sampling is crucial in research because comprehensive studies are often impractical.
Advantages of Sampling
- Lower cost
- Faster data collection
- Increased amount of information gleaned
- Sampling is essential when a comprehensive study isn't possible
- For example, studying fish, animals, or nomadic populations, or testing the quality of industrial products (like matches).
- Examining patient blood is another example.
Types of Sampling
- Non-Probability (Non-Random) Samples
- Purposive Samples: Chosen based on the researcher's judgment, not randomly, and results aren't generalizable.
- Pre-test or Pilot Study: Used to test the study, identify missing parameters, and exclude unnecessary factors to save time, resources, and personnel.
- Quota Sample: Used, frequently in the USA, for pre-voting surveys by institutions like Gallup. Researchers are asked to gather information from specific individuals in carefully categorized groups, yet this method is uncommon in community or clinical medicine.
- Convenience Sample: A sample created from easily accessible people. It's one of the primary kinds of non-probability sampling.
- Probability (Random) Samples
- Characteristics:
- Selects population individuals with known probability.
- Calculates standard error on results.
- Generalizes sample results to the entire population.
- Types
- Simple random sample
- Systematic random sample
- Stratified random sample
- Multistage random sample
- Cluster sample
- Characteristics:
Simple Random Sample
-
Methods:
- Ideal Bowl Method: Create a frame, use paper cards for each population member with unique serial numbers from the frame, and mix them in a bowl. Randomly select from the bowl.
- Coin toss: Randomly choosing elements from a group by flipping a coin.
- Random ball draws: Drawing randomly from a container after thorough mixing.
- Computer-generated random numbers
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Advantages:
- Simple random samples are the foundational type.
- Every member in the population has an equal chance of being selected.
-
Disadvantages:
- Creating an accurate population frame can be difficult if it's large.
- The sample's members may be concentrated in a single sector (e.g., all female, or all from one specific region).
- In populations with high variability, simple random samples aren't optimal; the standard deviation is high and precision is low.
Systematic Random Sample
-
Methods: Select a random starting point and then take every 'nth' member of the frame (population). -If population = 100 and a sample size of 10 is needed, randomly select a number (e.g., 4) between 0 and 10. Select the fourth member, then every 10th member (e.g. 4, 14, 24, 34, etc).
-
Advantages:
- Easy to select.
- Well-distributed across diverse populations.
- More precise than simple random samples.
-
Disadvantages:
- Difficult to create the frame if population is large.
- Sample size may be smaller than expected if the selected start number results in a less than expected sample
Stratified Random Sample
- Characteristics: Ideal for populations with substantial variability (high SD values).
- Methods: Classify the population into subgroups (strata) based on certain traits. Randomly select members from each strata proportionally to its size.
- Example: Divide a population by education level (illiterate, read/write, basic education, etc) or by socioeconomic status (high, middle, low).
- Advantages:
- Accurately represents all subgroups within a population.
- Proportional representation from sampling fractioms.
- Disadvantages:
- A complete frame for each subgroup is required. - Stratification can be complicated if many variables are involved.
Multistage Random Sample
-
Used when populations are huge and geographically dispersed or have complex hierarchies (like provinces, districts, talukas/towns/villages).
- Select a sample of areas (e.g. governorates), then areas within those areas (e.g. districts), then villages/towns within those areas. Finally, select individuals from the sampled villages to make the sample for study.
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Advantages
- Easy to select samples from far larger populations than other options.
- Economical approach as researchers only survey a subset of the population.
- Disadvantages:
- Not as precise as simple random sampling.
Cluster Sample
- Groups the population into clusters (e.g., geographic areas, schools, etc.).
- Methods:
- Randomly selecting clusters.
- Studying each individual within the selected clusters (in depth)
- Advantages:
- Reduced costs and travel expenses to conduct research.
- Simple to implement.
- Disadvantages:
- Less accurate than simpler sampling methods.
Summary of Method Advantages and Disadvantages
- The most important consideration is what the researcher needs from the collected information and how accurate the results need to be.
- Advantages of one method may be limitations of another method.
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Description
Test your knowledge on the techniques and concepts of sampling in research. This quiz covers the purpose of sampling, advantages over comprehensive surveys, and key definitions related to sampling methods. Perfect for students and researchers looking to solidify their understanding of sampling principles.