QUESTION 25 A recent report asserts that fewer than 40% of households in UAE have changed their lifestyles because of environmental concerns. A researcher conducted a test using a sample of 400 households to check the validity of the report and found a test statistic of -1.23. What is the corresponding p-value? QUEOTION 60

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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QUESTION 25
A recent report asserts that fewer than 40% of households in UAE have changed their lifestyles because of environmental concerns. A
researcher conducted a test using a sample of 400 households to check the validity of the report and found a test statistic of -1.23. What is the
corresponding p-value?
QUESTION 26
In which of the following situations the one-proportion z-test will NOT be applicable?
O n=120, x=10, po-0.98
On=400, x=15, PO=0.02
On-200, x-160, po=0.5
On-300, x=4, PO=0.96
QUESTION 27
An International airline operator stated that no more than 10% of their international flights' take off late. A random sample of flights was drawn to test
the claim with a significance level of 0.05, and the resulting p-value was 0.03. If the actual percentage of late flights is 17%, which of the following
describes the decision?
They took a correct decision
O They committed Type II error
O They can't take a decision.
O They committed Type I error
Transcribed Image Text:QUESTION 25 A recent report asserts that fewer than 40% of households in UAE have changed their lifestyles because of environmental concerns. A researcher conducted a test using a sample of 400 households to check the validity of the report and found a test statistic of -1.23. What is the corresponding p-value? QUESTION 26 In which of the following situations the one-proportion z-test will NOT be applicable? O n=120, x=10, po-0.98 On=400, x=15, PO=0.02 On-200, x-160, po=0.5 On-300, x=4, PO=0.96 QUESTION 27 An International airline operator stated that no more than 10% of their international flights' take off late. A random sample of flights was drawn to test the claim with a significance level of 0.05, and the resulting p-value was 0.03. If the actual percentage of late flights is 17%, which of the following describes the decision? They took a correct decision O They committed Type II error O They can't take a decision. O They committed Type I error
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