QuestionMarch 20, 2026

When using the Kruskal -Wallis H test, it is important to remember: If the shape on the graph is the same, you can use the test to compare.the medians of your dependent variables. The utilization of graphs assists with distributions in each group having the same shape. Is less sensitive to outliers. All of the above

When using the Kruskal -Wallis H test, it is important to remember: If the shape on the graph is the same, you can use the test to compare.the medians of your dependent variables. The utilization of graphs assists with distributions in each group having the same shape. Is less sensitive to outliers. All of the above
When using the Kruskal -Wallis H test, it is important to remember: If the shape on the graph is the same, you can use the test to compare.the medians of your dependent variables. The utilization of graphs assists with distributions in each group having the same shape. Is less sensitive to outliers. All of the above

Solution
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Answer

All of the above Explanation 1. Identify properties of the Kruskal-Wallis H test It is a non-parametric test for comparing medians across groups when distributions have the same shape. 2. Recall benefits and characteristics Graphs assist in visual verification of distribution shape; the test is less sensitive to outliers because it relies on ranks. 3. Evaluate answer choices All listed statements are correct, making the best choice “All of the above.”

Explanation

1. Identify properties of the Kruskal-Wallis H test <br /> It is a non-parametric test for comparing medians across groups when distributions have the same shape. <br />2. Recall benefits and characteristics <br /> Graphs assist in visual verification of distribution shape; the test is less sensitive to outliers because it relies on ranks. <br />3. Evaluate answer choices <br /> All listed statements are correct, making the best choice “All of the above.”
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