Variability of Sample Estimates Estimates for population characteristics are usually given along with a margin of error. The margin of error is the maximum expected difference between the estimate of the population characteristic and the actual population characteristic. Each of the sample proportions are good estimates of the population proportion, so we should give a margin of error that contains about 95% of the sample proportions to be reasonably sure that the actual population proportion is in the range between the mean minus the margin of error to the mean plus the margin of error. What margin of error should be given along with the estimate of 0.55 for the population proportion? Explain or show your reasoning.

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Variability of Sample Estimates
Estimates for population characteristics are usually given
along with a margin of error. The margin of error is the
maximum expected difference between the estimate of
the population characteristic and the actual population
characteristic. Each of the sample proportions are good
estimates of the population proportion, so we should give
a margin of error that contains about 95% of the sample
proportions to be reasonably sure that the actual
population proportion is in the range between the mean
minus the margin of error to the mean plus the margin of
error. What margin of error should be given along with the
estimate of 0.55 for the population proportion? Explain or
show your reasoning.
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Transcribed Image Text:.ll T-Mobile LTE 10:30 PM 1 85% Done 2 of 3 M O FDU O a O FDU FOU FOU O udent.desmos.com/activitybuilder/student/607e171508264d0cbdf6f178#screenldx=5 XM XM w w w FOU FOU se Connec. Clara Destiny sho. O Employment Center + Login Session Expiration. b Selling Associate-. A Sign in P View Portralt Pro. sson 9: Variability in Samples O Nursing Variability of Sample Estimates Estimates for population characteristics are usually given along with a margin of error. The margin of error is the maximum expected difference between the estimate of the population characteristic and the actual population characteristic. Each of the sample proportions are good estimates of the population proportion, so we should give a margin of error that contains about 95% of the sample proportions to be reasonably sure that the actual population proportion is in the range between the mean minus the margin of error to the mean plus the margin of error. What margin of error should be given along with the estimate of 0.55 for the population proportion? Explain or show your reasoning. Share with Class TR F4 & # $ 1 3 4 5 7 2 E R T Y U P Q W S D F G H K A C V B N M command ption command V 第:
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