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The Management of the Company Decided to Find Out What

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The management of the company decided to find out what percent of employees are late for work. According to the results of observations performed during the month, it was found that on average each day about 7.5% of employees are late for work. The standard error of the study was 0.011. Find and interpret the margin of error for this study with the confidence level of 95%.


A) The margin of error is 0.022.This estimate The management of the company decided to find out what percent of employees are late for work. According to the results of observations performed during the month, it was found that on average each day about 7.5% of employees are late for work. The standard error of the study was 0.011. Find and interpret the margin of error for this study with the confidence level of 95%. A) The margin of error is 0.022.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.022 (or 2.2%) . B) The margin of error is 0.018.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.018 (or 1.8%) . C) The margin of error is 0.011.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.011 (or 1.1%)  D) The margin of error is 0.022.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.011 (or 1.1%) . E) The margin of error is 0.018.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.009 (or 0.9%) . or 7.5% differs from the actual population proportion (real proportion of employees who are late for work) by no more than 0.022 (or 2.2%) .
B) The margin of error is 0.018.This estimate The management of the company decided to find out what percent of employees are late for work. According to the results of observations performed during the month, it was found that on average each day about 7.5% of employees are late for work. The standard error of the study was 0.011. Find and interpret the margin of error for this study with the confidence level of 95%. A) The margin of error is 0.022.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.022 (or 2.2%) . B) The margin of error is 0.018.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.018 (or 1.8%) . C) The margin of error is 0.011.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.011 (or 1.1%)  D) The margin of error is 0.022.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.011 (or 1.1%) . E) The margin of error is 0.018.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.009 (or 0.9%) . or 7.5% differs from the actual population proportion (real proportion of employees who are late for work) by no more than 0.018 (or 1.8%) .
C) The margin of error is 0.011.This estimate The management of the company decided to find out what percent of employees are late for work. According to the results of observations performed during the month, it was found that on average each day about 7.5% of employees are late for work. The standard error of the study was 0.011. Find and interpret the margin of error for this study with the confidence level of 95%. A) The margin of error is 0.022.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.022 (or 2.2%) . B) The margin of error is 0.018.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.018 (or 1.8%) . C) The margin of error is 0.011.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.011 (or 1.1%)  D) The margin of error is 0.022.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.011 (or 1.1%) . E) The margin of error is 0.018.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.009 (or 0.9%) . or 7.5% differs from the actual population proportion (real proportion of employees who are late for work) by no more than 0.011 (or 1.1%)
D) The margin of error is 0.022.This estimate The management of the company decided to find out what percent of employees are late for work. According to the results of observations performed during the month, it was found that on average each day about 7.5% of employees are late for work. The standard error of the study was 0.011. Find and interpret the margin of error for this study with the confidence level of 95%. A) The margin of error is 0.022.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.022 (or 2.2%) . B) The margin of error is 0.018.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.018 (or 1.8%) . C) The margin of error is 0.011.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.011 (or 1.1%)  D) The margin of error is 0.022.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.011 (or 1.1%) . E) The margin of error is 0.018.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.009 (or 0.9%) . or 7.5% differs from the actual population proportion (real proportion of employees who are late for work) by no more than 0.011 (or 1.1%) .
E) The margin of error is 0.018.This estimate The management of the company decided to find out what percent of employees are late for work. According to the results of observations performed during the month, it was found that on average each day about 7.5% of employees are late for work. The standard error of the study was 0.011. Find and interpret the margin of error for this study with the confidence level of 95%. A) The margin of error is 0.022.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.022 (or 2.2%) . B) The margin of error is 0.018.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.018 (or 1.8%) . C) The margin of error is 0.011.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.011 (or 1.1%)  D) The margin of error is 0.022.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.011 (or 1.1%) . E) The margin of error is 0.018.This estimate   or 7.5% differs from the actual population proportion (real proportion of employees who are late for work)  by no more than 0.009 (or 0.9%) . or 7.5% differs from the actual population proportion (real proportion of employees who are late for work) by no more than 0.009 (or 0.9%) .

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