Question

An airport designer wants to know if passengers walk at the same rate in an airport...

An airport designer wants to know if passengers walk at the same rate in an airport whether they are departing (getting off) a plane or they are arriving (getting on) a plane. A sample of 35 departing passengers has a mean walking speed of 260 feet per minute, with a standard deviation of 53 feet per minute. A sample of 35 arriving passengers has a mean walking speed of 269 feet per minute, with a standard deviation of 34 feet per minute. Using a significance level of 5%, does this data indicate that there is a difference in the walking speeds of departing and arriving passengers?  

Be sure to state the null and alternative hypotheses. Show the computed p-value. State your conclusion about the null hypothesis. And also state your conclusion about the walking speeds of the two groups of passengers.  

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Do people walk faster in the airport when they are departing​ (getting on a​ plane) or...
Do people walk faster in the airport when they are departing​ (getting on a​ plane) or do they walk faster when they are arriving​ (getting off a​ plane)? A reputable researcher measured the walking speed of random travelers in two International Airports. His findings are summarized in the table. Complete parts ​(a)-(c) below. Direction of Travel Departure Arrival Mean speed ​(feet per​ minute) 251 269 Standard deviation​(feet per​ minute) 48 34 Sample size 35 35 (a) Is this an observational...
Do people walk faster in the airport when they are departing​ (getting on a​ plane) or...
Do people walk faster in the airport when they are departing​ (getting on a​ plane) or do they walk faster when they are arriving​ (getting off a​ plane)? A reputable researcher measured the walking speed of random travelers in two International Airports. His findings are summarized in the table. Complete parts ​(a)-(c) below. Direction of Travel Departure Arrival Mean speed ​(feet per​ minute) 252 269 Standard deviation​(feet per​ minute) 50 31 Sample size 35 35 ​(a) Is this an observational...
Do people walk faster in the airport when they are departing​ (getting on a​ plane) or...
Do people walk faster in the airport when they are departing​ (getting on a​ plane) or do they walk faster when they are arriving​ (getting off a​ plane)? A reputable researcher measured the walking speed of random travelers in two International Airports. His findings are summarized in the table. Complete parts ​(a)-(c) below. Walking Speed Direction of Travel Departure Arrival Mean speed ​(feet per​ minute) 252 273 Standard deviation​ (feet per​ minute) 54 33 Sample size 35 35 ​(a) Is...
Researcher Seth B Young measured the walking speed of travelers in San Francisco International Airport and...
Researcher Seth B Young measured the walking speed of travelers in San Francisco International Airport and Cleveland Hopkins International Airport. The standard deviation speed of 35 travelers who were departing was 53 feet per minute. The standard deviation speed of 35 travelers who were arriving was 34 feet per minute. Assume the walking speed is normally distributed. a) Test whether the standard deviation walking speed is different for the two groups at 1% level of significance. b) Calculate a 99%...
Hi, having an issue mostly with the P value and the last multiple choice question. But,...
Hi, having an issue mostly with the P value and the last multiple choice question. But, would like to see your choices. Thank you! Direction of Travel Departure Arrival Mean speed ​(feet per​ minute) 252 266 Standard deviation​(feet per​ minute) 52 34 Sample size 35 35 Do people walk faster in the airport when they are departing​ (getting on a​ plane) or do they walk faster when they are arriving​ (getting off a​ plane)? A reputable researcher measured the walking...
13. The value used for the mean weight of elevator passengers by the state Division of...
13. The value used for the mean weight of elevator passengers by the state Division of Labor is 190 pounds. The Division wishes to investigate whether this value needs to be changed (upward or downward). A sample of 27 individuals in buildings having an elevator yielded sample mean 196 pounds and sample standard deviation 35 pounds. Assume the population is normally distributed. (a) State the null and alternative hypotheses for the test. 13A. [2 points] Construct the rejection region for...
Chief Grady wants to know whether the mean speed of vehicles on a particular stretch of...
Chief Grady wants to know whether the mean speed of vehicles on a particular stretch of Pat Bay Highway exceeds the posted speed limit of 90 km per hour. He has a sample of 35 car speeds with a mean speed of 93 km per hour and a sample standard deviation of 4 km per hour. Chief Grady wishes to estimate the true mean speed of all vehicles passing this stretch of Pat Bay Highway using a 95% confidence interval....
An investigator wants to assess whether the mean μ = the average weight of passengers flying...
An investigator wants to assess whether the mean μ = the average weight of passengers flying on small planes exceeds the FAA guideline of average total weight of 185 pounds (passenger weight including shoes, clothes, and carry-on). Suppose that a random sample of 20 passengers showed an average total weight of 195 pounds with a sample standard deviation of 30 pounds. Assume that the population is normally distributed. For a significance level of α = 0.05, do we reject the...
A fashion designer wants to know how many new dresses women buy each year. Assume a...
A fashion designer wants to know how many new dresses women buy each year. Assume a previous study found the standard deviation to be 1.4. She thinks the mean is 7.3 dresses per year. What is the minimum sample size required to ensure that the estimate has an error of at most 0.13 at the 90% level of confidence? Round your answer up to the next integer.
A random sample of 20 women yields the given data on the number of minutes of...
A random sample of 20 women yields the given data on the number of minutes of exercise during the week of March 12 – 18. 10.0     90.6     48.5     50.4     57.4     99.6     0.0       5.0       0.0       0.0       5.0       2.0       10.5     5.0       47.0     0.0       5.0       54.0     0.0       48.6 Compute the Mean, Median, Range, Standard Deviation and Variance for this set of data. a) Mean b) Median c) Range d) Standard Deviation e) Variance 2. The mean reading speed of students who complete a...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT