Question

A University of Florida study on drinking habits asks a random sample of students if they drink any alcohol when they party. We want to extend the results to all students at the university. In this problem, we want to make inferences about: Group of answer choices comparing proportions from dependent samples comparing proportions from 2 independent samples one mean comparing means from dependent samples one proportion comparing means from 2 independent samples

Answer 1

Answer:

One proportion

Step-by-step explanation:

A proportion refers to a statement that two different ratios are equal. There are two ways It can be written: since two equal fractions a/b = c/d; or using a colon, a:b = c:d. in view of the fact that the cross products are of both equal to one hundred, we are aware that these ratios are equal and that this is a true proportion.

Answer 2

When making inference about a population based on a single group of subject involving proportion, then we use a one sample proportion test.

• In the scenario described, only one random group of students wer sampled, hence, the result of the sampling would be a proportion of the population.

• Based on the inference obtained from the sample proportion, an extension of the result will be termed a one sample proportion test.

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