Hypothesis test for the difference between two population proportions Jump to level 1 A city council is trying to determine if library B, with extended hours, has a higher proportion of patrons under the age of 18 than library A, which closes at 6:00 pm. A random sample of patrons from both libraries are checked. The results of the data collected are shown below. Library A Library B Successes 56 Successes Observations 150 Observations 97 200 0.485 p-hat_1 0.373 p-hat_2 Confidence Level 95% P= Ex: 1.234 z-score 2.091 p-value 0.0183 -2 -1 1 2 3 z = Ex: 1.234 Library A patrons: n₁ = Ex: 9 Library B patrons: n₂ = Sample proportion for library A patrons: p1 = Ex: 1.234 Sample proportion for library B patrons: p2 = Chank -3 0

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
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Author:HOLT MCDOUGAL
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Chapter11: Data Analysis And Probability
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y library > MAT 240: Applied Statistics home >
EzyBooks catalog ?
2: Hypothesis test for the difference between two population proportions
Jump to level 1
A city council is trying to determine if library B, with extended hours, has a higher proportion of patrons under the
age of 18 than library A, which closes at 6:00 pm. A random sample of patrons from both libraries are checked.
The results of the data collected are shown below.
Library A
Library B
Successes
56 Successes
Observations
150 Observations
200
p-hat_1
0.373 p-hat_2
0.485
Confidence Level
95%
p=
= Ex: 1.234 +
Z-score
2.091
p-value
0.0183
-1
3
z = Ex: 1.234
Library A patrons: n₁ = Ex: 9
21
Library B patrons: n₂ =
Sample proportion for library A patrons: 2₁ =
1
Ex
Ex: 1.234
1:234
Sample proportion for library B patrons: P₂ =
1
0
4
T
10
N
200
10
Transcribed Image Text:y library > MAT 240: Applied Statistics home > EzyBooks catalog ? 2: Hypothesis test for the difference between two population proportions Jump to level 1 A city council is trying to determine if library B, with extended hours, has a higher proportion of patrons under the age of 18 than library A, which closes at 6:00 pm. A random sample of patrons from both libraries are checked. The results of the data collected are shown below. Library A Library B Successes 56 Successes Observations 150 Observations 200 p-hat_1 0.373 p-hat_2 0.485 Confidence Level 95% p= = Ex: 1.234 + Z-score 2.091 p-value 0.0183 -1 3 z = Ex: 1.234 Library A patrons: n₁ = Ex: 9 21 Library B patrons: n₂ = Sample proportion for library A patrons: 2₁ = 1 Ex Ex: 1.234 1:234 Sample proportion for library B patrons: P₂ = 1 0 4 T 10 N 200 10
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