According to an April 2018 survey, a majority of employed American adults (59%) are confident about their job secu it is not at all likely for them to lose their job or be laid off in the next 12 months. The survey methods section of the that for results based on the total sample of employed adults, the margin of sampling error is ±5 percentage points at confidence level. All reported margins of sampling error include computed design effects for weighting. Identify the sources of error in the poll result that are not included in the margin of error. Random sampling errors O Nonresponse

MATLAB: An Introduction with Applications
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According to an April 2018 survey, a majority of employed American adults (59%) are confident about their job security, stating
it is not at all likely for them to lose their job or be laid off in the next 12 months. The survey methods section of the poll states
that for results based on the total sample of employed adults, the margin of sampling error is +5 percentage points at the 95%
confidence level. All reported margins of sampling error include computed design effects for weighting.
Identify the sources of error in the poll result that are not included in the margin of error.
Random sampling errors
O Nonresponse
Response errors
Processing errors
Undercoverage
Inclusion errors
Transcribed Image Text:According to an April 2018 survey, a majority of employed American adults (59%) are confident about their job security, stating it is not at all likely for them to lose their job or be laid off in the next 12 months. The survey methods section of the poll states that for results based on the total sample of employed adults, the margin of sampling error is +5 percentage points at the 95% confidence level. All reported margins of sampling error include computed design effects for weighting. Identify the sources of error in the poll result that are not included in the margin of error. Random sampling errors O Nonresponse Response errors Processing errors Undercoverage Inclusion errors
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Margin of sampling error = ±5% points at the 95% Confidence level.

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