31) To determine if the average sales per week for store A is greater than the average sales per week for store B you take sales data on 12 weeks from each store. You test the hypothesis Ho: MA S HB versus Ha: HA > HB and find a p-value of 0.62. To determine if the average sales per week depends on store, you wish to test the hypothesis Ho: MA = HB versus Ha: HA #MB. What is the p-value for this hypothesis test? A) 0.76 B) 0.38 C) 0.62 D) 0.31 E) 1.24

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 94E
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31) To determine if the average sales per week for store A is greater than the average
sales per week for store B you take sales data on 12 weeks from each store. You test
the hypothesis Ho:HA ≤ MB versus Ha: HA > HB and find a p-value of 0.62. To
determine if the average sales per week depends on store, you wish to test the
hypothesis Ho: A = HB versus H₂: MAHB. What is the p-value for this hypothesis
test?
A) 0.76
B) 0.38
C) 0.62
D) 0.31
E) 1.24
32) To determine if the proportion of undergraduate students who are left handed depends on
their class standing (Freshman, Sophomore, Junior or Senior) you identify the hypothesis
Ho: PFreshman = Psophomore = PJunior = Psenior
Ha: Not all population proportions are equal
To test the hypothesis you survey 180 students, records their class standing and ask them if they
are left handed (Yes or No). The data appears in the table below (Left Handed worksheet).
Left
Handed
Yes
No
Total
Freshman
4
26
30
Class Standing
Sophomore
6
44
50
Junior
5
35
40
Senior
6
54
60
Total
21
159
180
Using the sample data, you calculate a test statistic of 0.275. What is the p-value for
the hypothesis test?
A) 0.05 <p-value < 0.10
B) 0.025 <p-value < 0.05
C) 0.10 <p-value < 0.90
D) 0.95<p-value < 0.975
E) 0.90 <p-value < 0.95
Transcribed Image Text:31) To determine if the average sales per week for store A is greater than the average sales per week for store B you take sales data on 12 weeks from each store. You test the hypothesis Ho:HA ≤ MB versus Ha: HA > HB and find a p-value of 0.62. To determine if the average sales per week depends on store, you wish to test the hypothesis Ho: A = HB versus H₂: MAHB. What is the p-value for this hypothesis test? A) 0.76 B) 0.38 C) 0.62 D) 0.31 E) 1.24 32) To determine if the proportion of undergraduate students who are left handed depends on their class standing (Freshman, Sophomore, Junior or Senior) you identify the hypothesis Ho: PFreshman = Psophomore = PJunior = Psenior Ha: Not all population proportions are equal To test the hypothesis you survey 180 students, records their class standing and ask them if they are left handed (Yes or No). The data appears in the table below (Left Handed worksheet). Left Handed Yes No Total Freshman 4 26 30 Class Standing Sophomore 6 44 50 Junior 5 35 40 Senior 6 54 60 Total 21 159 180 Using the sample data, you calculate a test statistic of 0.275. What is the p-value for the hypothesis test? A) 0.05 <p-value < 0.10 B) 0.025 <p-value < 0.05 C) 0.10 <p-value < 0.90 D) 0.95<p-value < 0.975 E) 0.90 <p-value < 0.95
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