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A study conducted by the research institute of America has concluded that the mean number of hours a person spends in their car during a typical week in 1999 15 hours. Given that times have changed in the past 20 years in terms of employment rates and public transit, it is reasonable to believe people spend more or less time in their car every week. Because we can see it going either way, we want to test the null hypothesis that the people spend 15 hours in their car against our alternative hypothesis that people spend a different amount of time in the car in 2019 compared to 1999.

A study conducted by the research institute of America has concluded that the mean number of hours a person spends in their car during a typical week in 1999 15 hours. Given that times have changed in the past 20 years in terms of employment rates and public transit, it is reasonable to believe people spend more or less time in their car every week. Because we can see it going either way, we want to test the null hypothesis that the people spend 15 hours in their car against our alternative hypothesis that people spend a different amount of time in the car in 2019 compared to 1999.

MATLAB: An Introduction with Applications
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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1) Write out the Null and Alternative hypotheses both in your own words and in notation form with the symbols below. You words: Notation: Ho: Hhours H hours 2) Develop Decision Rule and find the Z-score that represents the Critical Value at 95% confidence and the corresponding alpha level: 3) Compute Sample Statistics by finding the obtained Z-score for our sample using z = (X - )/se; where se =o/ VN. SE - Zetuiced - 4) Compare our obtiined z-score with the critical z-score and determine whether we should reject the null hypothesis: 5) Fully interpret the results in terms of your hypotheses, including the approximate probability our null hypothesis would be correct in a perfect world:
Transcribed Image Text:1) Write out the Null and Alternative hypotheses both in your own words and in notation form with the symbols below. You words: Notation: Ho: Hhours H hours 2) Develop Decision Rule and find the Z-score that represents the Critical Value at 95% confidence and the corresponding alpha level: 3) Compute Sample Statistics by finding the obtained Z-score for our sample using z = (X - )/se; where se =o/ VN. SE - Zetuiced - 4) Compare our obtiined z-score with the critical z-score and determine whether we should reject the null hypothesis: 5) Fully interpret the results in terms of your hypotheses, including the approximate probability our null hypothesis would be correct in a perfect world:
A study conducted by the research institute of America has concluded that the mean number of hours a person spends in their car during a typical week in 1999 I5 hours. Given that times have changed in the past 20 years in terms of employment rates and public transit, it is reasonable to believe people spend more or less time in their car every week. Because we can see it going either way, we want to test the null hypothesis that the people spend 15 hours in their car against our alternative hypothesis that people spend a different amount of time in the car in 2019 compared to 1999. To test this hypothesis, assume we distributed a survey to 100 randomly selected adults in San Antonio as asked them about their driving background. We found the following information: Sample Statistics: I time spent in a car = 18.3 hours (SD = 11.7) Use this information to complete ALL 5 steps of hypothesis testing. You should
Transcribed Image Text:A study conducted by the research institute of America has concluded that the mean number of hours a person spends in their car during a typical week in 1999 I5 hours. Given that times have changed in the past 20 years in terms of employment rates and public transit, it is reasonable to believe people spend more or less time in their car every week. Because we can see it going either way, we want to test the null hypothesis that the people spend 15 hours in their car against our alternative hypothesis that people spend a different amount of time in the car in 2019 compared to 1999. To test this hypothesis, assume we distributed a survey to 100 randomly selected adults in San Antonio as asked them about their driving background. We found the following information: Sample Statistics: I time spent in a car = 18.3 hours (SD = 11.7) Use this information to complete ALL 5 steps of hypothesis testing. You should
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