The dataset ExerciseHours contains information on the amount of exercise (hours per week) for a sample of statistics students. The mean amount of exercise was 9.4 hours for the 30 female students in the sample and 12.4 hours for the 20 male students. A randomization distribution of differences in means based on these data, under a null hypothesis of no difference in mean exercise time between females and males, is centered near zero and reasonably normally distributed. The standard error for the difference in means, as estimated from the standard deviation of the randomization differences, is SE = 2.38. Use this information to test, at a 5 % level, whether the data show that the mean exercise time for female statistics students is less than the mean exercise time of male statistics students. Click here for the dataset associated with this question. State the null and alternative hypotheses. Let group 1 be the female participants and group 2 be the male participants. :: = What is the test statistic? :: f Round your answer to two decimal places. Z= i What is the p-value? Round your answer to three decimal places. p-value = i #4 :: I₂ :: p Ho: II vs Ho: OID 14₂ :: P₁ p P₁ :: P₂ r P2 ::p T #I₁
The dataset ExerciseHours contains information on the amount of exercise (hours per week) for a sample of statistics students. The mean amount of exercise was 9.4 hours for the 30 female students in the sample and 12.4 hours for the 20 male students. A randomization distribution of differences in means based on these data, under a null hypothesis of no difference in mean exercise time between females and males, is centered near zero and reasonably normally distributed. The standard error for the difference in means, as estimated from the standard deviation of the randomization differences, is SE = 2.38. Use this information to test, at a 5 % level, whether the data show that the mean exercise time for female statistics students is less than the mean exercise time of male statistics students. Click here for the dataset associated with this question. State the null and alternative hypotheses. Let group 1 be the female participants and group 2 be the male participants. :: = What is the test statistic? :: f Round your answer to two decimal places. Z= i What is the p-value? Round your answer to three decimal places. p-value = i #4 :: I₂ :: p Ho: II vs Ho: OID 14₂ :: P₁ p P₁ :: P₂ r P2 ::p T #I₁
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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Transcribed Image Text:The dataset ExerciseHours contains information on the amount of exercise (hours per week) for a sample of statistics students. The
mean amount of exercise was 9.4 hours for the 30 female students in the sample and 12.4 hours for the 20 male students. A
randomization distribution of differences in means based on these data, under a null hypothesis of no difference in mean exercise time
between females and males, is centered near zero and reasonably normally distributed. The standard error for the difference in
means, as estimated from the standard deviation of the randomization differences, is SE = 2.38. Use this information to test, at a
5% level, whether the data show that the mean exercise time for female statistics students is less than the mean exercise time of male
statistics students.
Click here for the dataset associated with this question.
State the null and alternative hypotheses.
Let group 1 be the female participants and group 2 be the male participants.
Ho:
What is the test statistic?
Z = i
Round your answer to two decimal places.
μ :: μι
p-value =
What is the p-value?
Round your answer to three decimal places.
II) vs Hai (II
i
14₂ :: p
:: P₁
P₁
:: P₂
:: P2₂
r
H
p
C
₁
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