In a random sample of 205 people that were tested for the Norcovirus, it was found that 170 did not have the virus. Construct a 92% confidence interval to estimate the proportion of the population that does not have the Norcovirus. a. Which parameter are you estimating? Select an answerv b. What is the point estimate? Select an answerv= c. Check all of the requirements that are satisfied. O random O the i distribution is normal since n > 30 O the i distribution is normal since the distribution is normal O the p distribution is normal since np > 10 and ng > 10 d. Which calculator function should you use? Select an answer v e. Find the margin of error. Round your answer to two decimal places. E = f. Give the confidence interval in interval notation. Use decimals, not percentages. g. Select the correct conclusion. O We are 92% confident that the proportion of people in the sample that tested postitive for the Norcovirus is between the two proportions found. O We are 92% confident that the proportion of people in the sample that tested negative for the Norcovirus is between the two proportions found. O We are 92% confident that the proportion of the population that have the Norcovirus is between the two proportions found. O We are 92% confident that the proportion of the population that does not have the Norcovirus is between the two proportions found.

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In a random sample of 205 people that were tested for the Norcovirus, it was found that 170 did not have
the virus. Construct a 92% confidence interval to estimate the proportion of the population that does not
have the Norcovirus.
a. Which parameter are you estimating?
Select an answerv
b. What is the point estimate?
Select an answer
c. Check all of the requirements that are satisfied.
O random
O the i distribution is normal since n > 30
O the i distribution is normal since the distribution is normal
O the p distribution is normal since nô > 10 and ng > 10
d. Which calculator function should you use?
Select an answer v
e. Find the margin of error. Round your answer to two decimal places.
E =
f. Give the confidence interval in interval notation. Use decimals, not percentages.
g. Select the correct conclusion.
O We are 92% confident that the proportion of people in the sample that tested postitive for the
Norcovirus is between the two proportions found.
O We are 92% confident that the proportion of people in the sample that tested negative for the
Norcovirus is between the two proportions found.
O We are 92% confident that the proportion of the population that have the Norcovirus is
between the two proportions found.
O We are 92% confident that the proportion of the population that does not have the Norcovirus
is between the two proportions found.
> Next Question
Transcribed Image Text:In a random sample of 205 people that were tested for the Norcovirus, it was found that 170 did not have the virus. Construct a 92% confidence interval to estimate the proportion of the population that does not have the Norcovirus. a. Which parameter are you estimating? Select an answerv b. What is the point estimate? Select an answer c. Check all of the requirements that are satisfied. O random O the i distribution is normal since n > 30 O the i distribution is normal since the distribution is normal O the p distribution is normal since nô > 10 and ng > 10 d. Which calculator function should you use? Select an answer v e. Find the margin of error. Round your answer to two decimal places. E = f. Give the confidence interval in interval notation. Use decimals, not percentages. g. Select the correct conclusion. O We are 92% confident that the proportion of people in the sample that tested postitive for the Norcovirus is between the two proportions found. O We are 92% confident that the proportion of people in the sample that tested negative for the Norcovirus is between the two proportions found. O We are 92% confident that the proportion of the population that have the Norcovirus is between the two proportions found. O We are 92% confident that the proportion of the population that does not have the Norcovirus is between the two proportions found. > Next Question
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