Population Proportion Answers

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0.130.330.38✔ 0.87

A
0.13
B
0.33
C
0.38
D
✔ 0.87
3

1.82.6✔ 2.94.1

A
1.8
B
2.6
C
✔ 2.9
D
4.1
4

✔ 35.235.736.837.3

A
✔ 35.2
B
35.7
C
36.8
D
37.3
126920

Complete the statements.

Answers:
The estimated population proportion, , is %.:33
When the margin of error is calculated using the formula E = z* , to the nearest tenth of a percent, the result is %.:2.2
With 95% confidence, it can be said that the proportion of subscribers who would like more coverage of national news is between % and%.:30.8
With 95% confidence, it can be said that the proportion of subscribers who would like more coverage of national news is between % and%.:35.2
126921

✔ 2.22.7 3.84.3

A
✔ 2.2
B
2.7
C
3.8
D
4.3
126924

⇒ 1,752

Answer:

126924

126925

Complete the statements to find the margin of error.

Answers:
The sample size in this problem is students.:500
The population proportion is estimated as .:0.87
formula E = z* , to the nearest tenth of a percent, the result is %.:2.9
126926

Complete the statement to form the conclusion.It can be said with

A
90% confidence that between 42.5% and 47.9% of Americans own a dog.
B
90% confidence that between 45.2% and 54.8% of Americans own a dog.
C
95% confidence that between 42.5% and 47.9% of Americans own a dog.
D
95% confidence that between 45.2% and 54.8% of Americans own a dog.
126927

If Terrence and Deena use the same confidence level, which statement best describes the results of their margin of error calculations?

A
Terrence’s margin of error will be exactly three times as large as Deena’s.
B
Deena’s margin of error is half the amount of Terrence’s.
C
If Terrence samples 800 more people, his margin of error will be the same as Deena’s.
D
If Deena samples 400 fewer people, her margin of error would be exactly half the amount of Terrence’s.
126929

28.729.230.3✔ 30.8

A
28.7
B
29.2
C
30.3
D
✔ 30.8
126930

Complete the statements.

Answers:
The estimated population proportion, , is %.:33
When the margin of error is calculated using the formula E = z* , to the nearest tenth of a percent, the result is %.:2.2
With 95% confidence, it can be said that the proportion of subscribers who would like more coverage of national news is between % and%.:30.8
With 95% confidence, it can be said that the proportion of subscribers who would like more coverage of national news is between % and%.:35.2

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