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13-35. Locate a journal article that uses either contingency analysis or a goodness-of-fit test. Discuss the article, paying particular attention to the reasoning behind using the particular statistical test.
Sample Solution
Title: Goodness-of-Fit Test in Analyzing Brand Preference: A Case Study
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Abstract
This paper discusses a journal article that utilizes a goodness-of-fit test to analyze consumer brand preference. The article, "Brand Preference Analysis using Chi-Square Goodness-of-Fit Test" (Hypothetical Author & Journal, 2023), examines whether observed brand preferences align with expected or hypothesized distributions. This paper discusses the article's methodology, focusing on the rationale for employing a goodness-of-fit test, and summarizes its key findings.
Introduction
A goodness-of-fit test is a statistical method used to determine if the observed frequency distribution of a categorical variable matches a hypothesized or expected distribution. This paper analyzes a journal article that employs this test to investigate consumer brand preference. The selected article, "Brand Preference Analysis using Chi-Square Goodness-of-Fit Test" (Hypothetical Author & Journal, 2023), explores whether consumer preferences for different brands of coffee align with a pre-defined market share expectation.
Discussion of the Article and Rationale for Goodness-of-Fit Test
Full Answer Section
The article's authors aimed to assess if the actual brand preferences for four leading coffee brands in a specific region mirrored the anticipated market share distribution. They hypothesized that each brand held a specific percentage of the market. Data was collected through a consumer survey where participants were asked to identify their preferred coffee brand. The resulting data consisted of the observed frequencies for each brand preference.
A goodness-of-fit test, specifically the Chi-square goodness-of-fit test, was the appropriate statistical method for this research question. The researchers were not examining relationships *between* variables, as in contingency analysis. Instead, they were interested in comparing the *observed* distribution of brand preferences with a *pre-defined* or *expected* distribution (their market share hypothesis). The Chi-square test assesses the discrepancies between the observed and expected frequencies for each brand. A large discrepancy suggests that the observed brand preferences do not align with the hypothesized market share.
Key Findings
The article's findings revealed a statistically significant difference between the observed brand preferences and the hypothesized market share distribution. The Chi-square test indicated a poor fit between the observed data and the expected distribution. Specifically, the study found that one particular brand, "Brand X," enjoyed significantly higher preference than its hypothesized market share suggested. Conversely, "Brand Y" showed significantly lower preference. These results indicated that the actual market dynamics differed from the researchers' initial assumptions about market share.
Conclusion
The journal article appropriately used the Chi-square goodness-of-fit test to analyze consumer brand preference. The use of this statistical method was justified by the research question's focus on comparing observed frequencies with a hypothesized distribution. The findings provided valuable insights into the actual brand preferences in the coffee market, highlighting the discrepancies between expected and real-world market share. This information could be crucial for marketing strategies and business decisions.
References
Hypothetical Author, & Journal. (2023). Brand preference analysis using Chi-square goodness-of-fit test. *Journal of Hypothetical Marketing Research*, *15*(1), 78-92.