Having good relationships with coworkers is an important part of overall job satisfaction. A poll conducted with a random sample of 890 salaried workers, aged 18 and older, living in all 50 U.S. states and the District of Columbia, revealed that 52% of salary workers are “satisfied" with their relations with coworkers. From these results, the 95% confidence interval for the population proportion of all salaried workers in the US who are "satisfied" with relations with their coworkers is given by (0.4872, 0.5528).

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Forget answering 4.a, just please double check my answers for 4.e and 4.f

Having good relationships with coworkers is an important part of overall job satisfaction. A poll conducted with a random sample of 890 salaried
workers, aged 18 and older, living in all 50 U.S. states and the District of Columbia, revealed that 52% of salary workers are "satisfied" with their
relations with coworkers. From these results, the 95% confidence interval for the population proportion of all salaried workers in the US who are
"satisfied" with relations with their coworkers is given by (0.4872, 0.5528).
Question 4 Subquestions
4.a
Which of the following corresponds to the value of 0.52? (Select all that apply.)
The population proportion
The sample proportion
parameter
statistic
Transcribed Image Text:Having good relationships with coworkers is an important part of overall job satisfaction. A poll conducted with a random sample of 890 salaried workers, aged 18 and older, living in all 50 U.S. states and the District of Columbia, revealed that 52% of salary workers are "satisfied" with their relations with coworkers. From these results, the 95% confidence interval for the population proportion of all salaried workers in the US who are "satisfied" with relations with their coworkers is given by (0.4872, 0.5528). Question 4 Subquestions 4.a Which of the following corresponds to the value of 0.52? (Select all that apply.) The population proportion The sample proportion parameter statistic
4.e
Determine whether this statement is appropriate or not appropriate:
We would estimate that 52% of all salary workers in the US are "satisfied" with relations with their
coworkers with a 95% margin of error of 3.28%.
Appropriate
Not appropriate
4.f
Determine whether this statement is appropriate or not appropriate:
There is a 95% chance that the population proportion of all salary workers in the US who are
"satisfied" with relations with their coworkers is between 0.4872 and 0.5528.
Appropriate
Not Appropriate
Transcribed Image Text:4.e Determine whether this statement is appropriate or not appropriate: We would estimate that 52% of all salary workers in the US are "satisfied" with relations with their coworkers with a 95% margin of error of 3.28%. Appropriate Not appropriate 4.f Determine whether this statement is appropriate or not appropriate: There is a 95% chance that the population proportion of all salary workers in the US who are "satisfied" with relations with their coworkers is between 0.4872 and 0.5528. Appropriate Not Appropriate
Expert Solution
Step 1

Given,

The 95% confidence interval for the population proportion , p is (0.4872,0.5528)

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