A consumer magazine wants to figure out which of two major airlines lost a higher proportion of luggage on international flights. The magazine surveyed Standard Air (population 1) and Down Under airlines (population 2). Standard Air lost 65 out of 620 bags. Down Under airlines lost 36 of 400 bags. Does Standard Air have a higher population proportion of lost bags on international flights? Which of the following is the appropriate p-value?
A consumer magazine wants to figure out which of two major airlines lost a higher proportion of luggage on international flights. The magazine surveyed Standard Air (population 1) and Down Under airlines (population 2). Standard Air lost 65 out of 620 bags. Down Under airlines lost 36 of 400 bags. Does Standard Air have a higher population proportion of lost bags on international flights? Which of the following is the appropriate p-value?
MATLAB: An Introduction with Applications
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ISBN:9781119256830
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
Transcribed Image Text:A consumer magazine wants to figure out which of two major airlines lost a higher proportion of
luggage on international flights. The magazine surveyed Standard Air (population 1) and Down
Under airlines (population 2). Standard Air lost 65 out of 620 bags. Down Under airlines lost 36 of
400 bags. Does Standard Air have a higher population proportion of lost bags on international
flights? Which of the following is the appropriate p-value?
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