Data in Appendix B compares the volumes of the contents of cans of Coke with the volumes of the contents of cans of Pepsi. See the information obtained below. Use a 0.05 significance level to test the claim that cans of Coke and Pepsi have the same mean weight. State the claim, state the claim in symbols, find the Null and alternative hypothesis, find the test statistic, find the critical value graph, find the critical values, find the decision, and what is the final conclusion.Coke?1 = 36?1 = 0.11 oz.?̅̅1 = 12.19 oz.Pepsi?2 = 36?̅̅2= 12.29 oz.?2 = 0.09 oz. Test 4, Question 2 of 3: Data in Appendix B compares the volumes of the contents of cans of Coke with the volumes ofthe contents of cans of Pepsi. See the information obtained below. Use a 0.05 significance level to test the claim thatcans of Coke and Pepsi have the same mean weight.CokeРepsinz = 36n2 = 36X= 12.19 oz.X2 = 12.29 oz.S1 = 0.11 oz.S2 = 0.09 oz.State the claim:State the claim in symbolsNull and Alternative hypotheses:What type tail test?Test Statistic:Critical Value Graph:Critical Value(s):Decision:Final Conclusion:

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Description: Data in Appendix B compares the volumes of the contents of cans of Coke with the volumes of the contents of cans of Pepsi. See the information obtained below. Use a 0.05 significance level to test the claim that cans of Coke and Pepsi have the same m

Determine the claim. The claim is stated below as follows: That is, the difference between the…

Answered: Test 4, Question 2 of 3: Data in…

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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Data in Appendix B compares the volumes of the contents of cans of Coke with the volumes of the contents of cans of Pepsi. See the information obtained below. Use a 0.05 significance level to test the claim that cans of Coke and Pepsi have the same mean weight. State the claim, state the claim in symbols, find the Null and alternative hypothesis, find the test statistic, find the critical value graph, find the critical values, find the decision, and what is the final conclusion.

Coke

?1 = 36

?1 = 0.11 oz.

?̅̅1 = 12.19 oz.

Pepsi
?2 = 36
?̅̅2= 12.29 oz.

?2 = 0.09 oz.

Test 4, Question 2 of 3: Data in Appendix B compares the volumes of the contents of cans of Coke with the volumes of
the contents of cans of Pepsi. See the information obtained below. Use a 0.05 significance level to test the claim that
cans of Coke and Pepsi have the same mean weight.
Coke
Рepsi
nz = 36
n2 = 36
X
= 12.19 oz.
X2 = 12.29 oz.
S1 = 0.11 oz.
S2 = 0.09 oz.
State the claim:
State the claim in symbols
Null and Alternative hypotheses:
What type tail test?
Test Statistic:
Critical Value Graph:
Critical Value(s):
Decision:
Final Conclusion:

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