Suppose that a simple random sample of 128 college students is asked, "are you vegetarian or veg

1. Check if the requirements are met to construct a 95% confidence interval estimate of the prop

Question

Suppose that a simple random sample of 128 college students is asked, "are you vegetarian or vegan?", and 22 respond "Yes." (a) Are the requirements met to construct 95% confidence interval estimate of the proportion of college students that are vegetarian or vegan? Explain. (b) No matter how you answered part (a), construct a 95% confidence interval of the proportion of college students who are vegetarian or vegan. (c) Suppose that 600 students are expected to attend a campus event where lunch is to be served. How many vegetarian/vegan meals should be prepared? (d) Suppose that the survey was determined to be flawed, thereby disqualifying its results as meaningful. How many students must a new study survey in order to obtain a confidence interval with a margin of error no more than 2 percentage points?

          Suppose that a simple random sample of 128 college students is asked, "are you vegetarian or vegan?", and 22 respond "Yes."
(a) Are the requirements met to construct 95% confidence interval estimate of the proportion of college students that are vegetarian or vegan? Explain.
(b) No matter how you answered part (a), construct a 95% confidence interval of the proportion of college students who are vegetarian or vegan.
(c) Suppose that 600 students are expected to attend a campus event where lunch is to be served. How many vegetarian/vegan meals should be prepared?
(d) Suppose that the survey was determined to be flawed, thereby disqualifying its results as meaningful. How many students must a new study survey in order to obtain a confidence interval with a margin of error no more than 2 percentage points?

Suppose that a simple random sample of 128 college students is asked, "are you vegetarian or vegan?", and 22 respond "Yes."
(a) Are the requirements met to construct 95% confidence interval estimate of the proportion of college students that are vegetarian or vegan? Explain.
(b) No matter how you answered part (a), construct a 95% confidence interval of the proportion of college students who are vegetarian or vegan.
(c) Suppose that 600 students are expected to attend a campus event where lunch is to be served. How many vegetarian/vegan meals should be prepared?
(d) Suppose that the survey was determined to be flawed, thereby disqualifying its results as meaningful. How many students must a new study survey in order to obtain a confidence interval with a margin of error no more than 2 percentage points?

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