A study was done to determine if the proportion of older drivers who used their seat belts different from the proportion of younger drivers who used their seats, people were compared in the 2 age groups.(16-24 years old and 25-69 years old).OF 1000 randomly selected 16-24 years old, 79% said yes they do wear there seat belts. Of 1100 randomly selected 24-69 years old 84% said yes to always wearing there seatbelt
A study was done to determine if the proportion of older drivers who used their seat belts different from the proportion of younger drivers who used their seats, people were compared in the 2 age groups.(16-24 years old and 25-69 years old).OF 1000 randomly selected 16-24 years old, 79% said yes they do wear there seat belts. Of 1100 randomly selected 24-69 years old 84% said yes to always wearing there seatbelt
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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this is my homework assignment i am having trouble with this and trying to figure it out
A study was done to determine if the proportion of older drivers who used their seat belts different from the proportion of younger drivers who used their seats, people were compared in the 2 age groups.(16-24 years old and 25-69 years old).OF 1000 randomly selected 16-24 years old, 79% said yes they do wear there seat belts. Of 1100 randomly selected 24-69 years old 84% said yes to always wearing there seatbelt
![5/23, 12:06 PM
Method
P₁: proportion where Sample 1 = Event
P2: proportion where Sample 2 = Event
Difference: p₁ - P2
Descriptive Statistics
N Event Sample p
Sample 1 1000 790 0.790000
Sample 2 1100 924 0.840000
Estimation for Difference
Sample
90% Upper
Bound for
Difference Difference
-0.05 -0.028248
CI based on normal approximation
Method
Z-Value P-Value
Normal approximation -2.95 0.002
Content
Co
is
S:
Fisher's exact
0.002
The pooled estimate of the proportion (0.816190) is used for the tests.
We are interested in testing whether there is sufficient evidence at the a = 0.01 level
to conclude that the two age groups differ with respect to seat belt usage. Check the
assumptions needed for this test.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F94475261-0d3e-49fe-9558-b7bfcb62a69b%2Fa0dec710-8365-492e-b847-2ac71e82cfb6%2F5avufwa.jpeg&w=3840&q=75)
Transcribed Image Text:5/23, 12:06 PM
Method
P₁: proportion where Sample 1 = Event
P2: proportion where Sample 2 = Event
Difference: p₁ - P2
Descriptive Statistics
N Event Sample p
Sample 1 1000 790 0.790000
Sample 2 1100 924 0.840000
Estimation for Difference
Sample
90% Upper
Bound for
Difference Difference
-0.05 -0.028248
CI based on normal approximation
Method
Z-Value P-Value
Normal approximation -2.95 0.002
Content
Co
is
S:
Fisher's exact
0.002
The pooled estimate of the proportion (0.816190) is used for the tests.
We are interested in testing whether there is sufficient evidence at the a = 0.01 level
to conclude that the two age groups differ with respect to seat belt usage. Check the
assumptions needed for this test.
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