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A college administrator wants to determine whether the professors at the college are doing a good job. Each professor teaches multiple classes, and so for each professor, one of his or her classes is randomly chosen, and all the students are surveyed to find out their opinion of the teacher. What kind of sampling is this?

Short Answer

Expert verified
The type of sampling used is Cluster Sampling.

Step by step solution

01

- Understanding the Scenario

A scenario is described where a college administrator wants to evaluate the professors' performance. For this, one class of each professor is chosen randomly and all the students in that class are surveyed. The outcome reveals the students' opinion on their teacher.
02

- Identify the Sampling Method

The type of sampling used in this scenario is cluster sampling. This is because one class (cluster) is selected for each teacher and all students within these classes (clusters) are surveyed.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Sampling Methods
When researchers want to study a population, it's often impractical or impossible to obtain data from every individual. That’s where sampling methods come into play. Sampling is a technique used to select a subset of individuals from a population to estimate characteristics of the whole population.

Different sampling methods can be used based on the research objectives and the nature of the population. The most common sampling methods include
  • Simple random sampling: where every member of the population has an equal chance of being selected.
  • Systematic sampling: which involves selecting every kth individual from a list.
  • Stratified sampling: where the population is divided into strata and random samples are taken from each stratum.
  • Cluster sampling: which involves dividing the population into clusters, then randomly selecting whole clusters to be included in the sample.
Each method has its own advantages and limitations, and the choice largely depends on the research context and the resources available.
Statistical Sampling
Statistical sampling is the foundation of data analysis in research. It provides a way to draw conclusions about a population based on a sample. To ensure these conclusions are valid, the sample must be representative of the population. This concept is crucial in research methodology as it determines the accuracy and generalizability of the findings.

Statistically sound samples are achieved through careful selection processes, which can be probabilistic or non-probabilistic. Probabilistic sampling includes methods like random and cluster sampling, where each member has a known (non-zero) probability of being included. Non-probabilistic methods, such as convenience or judgement sampling, do not involve random selection and are used when representativeness of the sample isn't the primary concern.

The validity of statistical sampling also hinges on the sample size, which should be large enough to provide a reliable approximation of the population but also manageable in terms of data gathering and analysis.
Educational Research Methods
Educational research methods encompass a range of techniques used by researchers to assess and improve educational practices. One such method is cluster sampling, which has been exemplified in the textbook scenario. This method is often used in educational settings due to the natural grouping of students into classes or schools.

Cluster sampling in education can offer several benefits. It is cost-effective and less time-consuming than surveying entire populations, since it involves selecting accessible groups instead of individuals. It can also reduce the workload of data collection by focusing on clusters that are convenient to access. However, the use of this method can increase the sampling error compared to individual random sampling, which is a trade-off researcher must consider.

When conducting educational research, it’s also essential to account for ethical considerations, to ensure that the confidentiality and welfare of the participants are protected. This includes obtaining informed consent and ensuring that participation does not affect their educational experience.

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Most popular questions from this chapter

Suppose an SAT tutoring company really can improve SAT scores by 10 points, on average. A competing company, however, uses a more intense tutoring approach and really can improve SAT scores by 15 points, on average. Suppose you've been hired by both companies to test their claims that their tutoring improves SAT scores. For both companies, you will collect a random sample of high school students to undergo tutoring. With both resulting samples, you will test the hypothesis that the mean improvement is more than \(0 .\) Suppose it is important to keep the power of both studies at \(80 \%\). Will you use the same sample size for both studies? If so, explain why you can. If not, which study would require the larger sample size, and why? Assume that both samples of students will be drawn from the same population.

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Does frequent use of acetaminophen lead to asthma-related complications among children? Excerpts from the abstract of a study published in The New England Journal of Medicine about this are given (Sheehan et al. 2016). Read them and then answer the questions that follow. Methods: In a randomized, double-blind, parallel-group trial, we enrolled 300 children (age range, \(12-59\) months) with mild persistent asthmas and assigned them to receive either acetaminophen or ibuprofen when needed for the alleviation of fever or pain over the course of 48 weeks. The primary outcome was the number of asthma exacerbations that let to treatment with systemic glucocorticoids. Results: The number of asthmas exacerbations did not differ significantly between the two groups, with a mean of \(0.81\) per participant with acetaminophen and \(0.87\) per participant in the ibuprofen group \((\mathrm{p}=0.67)\) a. Identify the treatment variable and the response variable. b. Was this a controlled experiment or an observational study? c. How does the p-value support the conclusion of the study? d. Did this study use random sampling, random assignment, or both?

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