http www gallup com poll 189542 new rule small businesses adopt chip technology aspx g source g medium This poll discusses and analyzes the effect of women having full time jobs and their life rating According to the poll, 19 of women and 33 of men are full time employed for an employer According to the information gathered, women are more likely to rate their lives as positive when they are employed full time There were 1,000 individuals polled The reported margin of error associated with the poll is between 2 1 percentage points and 5 6 percentage points The confidence level associated with the poll is 95 Thesamplethatwasusedforthepollwasnationaladultsaroundtheglobe Thebiasforthepollcouldhavebeenthatcertaincountriesandethnicitiesgivelessrightstowomen,thustheywouldhavelowerconfidencelevelsoverallespeciallyintheworkplace The last question I need to answer is Use your knowledge of confidence intervals to find the significance level used (90 , 95 , 99 ) based on the margin of error and the number of individuals that participated in the poll I want to see the computations involved in this process If the poll included the confidence level, check the accuracy by using your own computations Is the reported confidence level correct I would love some help with this question because I am having a difficult time computing the answer All of the information is provided in the survey attached at the beginning of the question Thank you

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Posted on Oct 13, 2024

http://www.gallup.com/poll/189542/new-rule-small-businesses-adopt-chip-technology.aspx?g_source=&g_medium=& This poll discusses and analyzes the effect of women having full-time jobs and their life rating. According to the poll, 19% of women and

http://www.gallup.com/poll/189542/new-rule-small-businesses-adopt-chip-technology.aspx?g_source=&g_medium=&
This poll discusses and analyzes the effect of women having full-time jobs and their life rating. According to the poll, 19% of women and 33% of men are full-time employed for an employer. . According to the information gathered, women are more likely to rate their lives as positive when they are employed full-time.
There were 1,000 individuals polled.
The reported margin of error associated with the poll is between +/- 2.1 percentage points and +/- 5.6 percentage points.
The confidence level associated with the poll is 95%.
Thesamplethatwasusedforthepollwasnationaladultsaroundtheglobe.Thebiasforthepollcouldhavebeenthatcertaincountriesandethnicitiesgivelessrightstowomen,thustheywouldhavelowerconfidencelevelsoverallespeciallyintheworkplace.

The last question I need to answer is:Use your knowledge of confidence intervals to find the significance level used (90%, 95%, 99%) based on the margin of error and the number of individuals that participated in the poll. I want to see the computations involved in this process. If the poll included the confidence level, check the accuracy by using your own computations. Is the reported confidence level correct?

I would love some help with this question because I am having a difficult time computing the answer. All of the information is provided in the survey attached at the beginning of the question. Thank you.