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Walking in the Airport, Part I Do people walk faster in

Chapter 11, Problem 9AYU

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QUESTION:

Problem 9AYU

Problem

Walking in the Airport, Part I Do people walk faster in the airport when they are departing (getting on a plane) or when they are arriving (getting off a plane)? Researcher Seth B. Young measured the walking speed of travelers in San Francisco International Airport and Cleveland Hopkins International Airport. His findings are summarized in the table.

Direction of Travels

Departure

Arrival

Mean speed (feet per minute)

260

269

Standard deviation (feet per minute)

53

34

Sample size

35

35

(a) Is this an observational study or a designed experiment? Why?

(b) Explain why it is reasonable to use Welch’s t-test.

(c) Do individuals walk at different speeds depending on whether they are departing or arriving at the α = 0.05 level of significance?

Questions & Answers

QUESTION:

Problem 9AYU

Problem

Walking in the Airport, Part I Do people walk faster in the airport when they are departing (getting on a plane) or when they are arriving (getting off a plane)? Researcher Seth B. Young measured the walking speed of travelers in San Francisco International Airport and Cleveland Hopkins International Airport. His findings are summarized in the table.

Direction of Travels

Departure

Arrival

Mean speed (feet per minute)

260

269

Standard deviation (feet per minute)

53

34

Sample size

35

35

(a) Is this an observational study or a designed experiment? Why?

(b) Explain why it is reasonable to use Welch’s t-test.

(c) Do individuals walk at different speeds depending on whether they are departing or arriving at the α = 0.05 level of significance?

ANSWER:

Problem 9AYU

Answer:

Step1 of 1:

We have Researcher Seth B. Young measured the walking speed of travelers in San Francisco International Airport and Cleveland Hopkins International Airport. His findings are summarized in the table.

Direction of Travels

Departure

Arrival

Mean speed (feet per minute)

260

269

Standard deviation (feet per
 minute)

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