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An article reported that the mean annual adult consumption of wine was 3.25 gallons and that the standard deviation was 6.05 gallons. Would you use the empirical rule to approximate the proportion of adults who consume more than 9:33 gallons (ie, the proportion of adults whose consumption value exceeds the mean by more than 1 standard deviation)? Explain your reasoning. (Round your numerical answer to three decimal places.) First note that 0 gallons is standard deviations below the mean. If the distribution were approximately normal then the Empirical Rule would tell us that --Select-- rule to calculate the proportion of adults who consume more than 9.33 gallons is-Select-- of adults consume less than zero gallons of wine per year. This is-Solect, so the distribution-Select- be approximately normal. Therefore use of the empirical

An article reported that the mean annual adult consumption of wine was 3.25 gallons and that the standard deviation was 6.05 gallons. Would you use the empirical rule to approximate the proportion of adults who consume more than 9:33 gallons (ie, the proportion of adults whose consumption value exceeds the mean by more than 1 standard deviation)? Explain your reasoning. (Round your numerical answer to three decimal places.) First note that 0 gallons is standard deviations below the mean. If the distribution were approximately normal then the Empirical Rule would tell us that --Select-- rule to calculate the proportion of adults who consume more than 9.33 gallons is-Select-- of adults consume less than zero gallons of wine per year. This is-Solect, so the distribution-Select- be approximately normal. Therefore use of the empirical

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.3: Measures Of Spread
Problem 26PFA
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An article reported that the mean annual adult consumption of wine was 3.25 gallons and that the standard deviation was 6.08 gallons. Would you use the empirical rule to approximate the proportion of adults who consume more than 9.33 gallons (i.e., the proportion of adults whose consumption value exceeds the mean by more than 1 standard deviation)? Explain your reasoning. (Round your numerical answer to three decimal places.) First note that 0 gallons is standard deviations below the mean. If the distribution were approximately normal then the Empirical Rule would tell us that ---Select--- rule to calculate the proportion of adults who consume more than 9.33 gallons is [---Select--- ✓of adults consume less than zero gallons of wine per year. This is ---Select--- , so the distribution --Select--- ✓ be approximately normal. Therefore use of the empirical
Transcribed Image Text:An article reported that the mean annual adult consumption of wine was 3.25 gallons and that the standard deviation was 6.08 gallons. Would you use the empirical rule to approximate the proportion of adults who consume more than 9.33 gallons (i.e., the proportion of adults whose consumption value exceeds the mean by more than 1 standard deviation)? Explain your reasoning. (Round your numerical answer to three decimal places.) First note that 0 gallons is standard deviations below the mean. If the distribution were approximately normal then the Empirical Rule would tell us that ---Select--- rule to calculate the proportion of adults who consume more than 9.33 gallons is [---Select--- ✓of adults consume less than zero gallons of wine per year. This is ---Select--- , so the distribution --Select--- ✓ be approximately normal. Therefore use of the empirical
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