The table below gives flight arrival numbers from a random sample of flights for two airlines. Early On-time 355 416 771 Late Total Airline A 87 58 133 191 500 151 700 Airline B Total 238 1200 3.1 Determine whether the proportion of on-time flights from Airline B exceeds that of Airline A by using the appropriate hypothesis test. Show all 7 steps and include both the rejection region and the p-value. (9) 3.2 By how much does the proportion of on-time flights for Airline B exceed that of Airline A? Use a 95% lower confidence bound to answer this question. Show all workings. (5)

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The table below gives flight arrival numbers from a random sample of flights for two airlines.
Early On-time
58
355
Late
Total
Airline A
87
500
Airline B
133
416
151
700
Total
191
771
238
1200
3.1
Determine whether the proportion of on-time flights from Airline B exceeds that of Airline
A by using the appropriate hypothesis test. Show all 7 steps and include both the rejection
region and the p-value.
(9)
3.2 By how much does the proportion of on-time flights for Airline B exceed that of Airline A?
Use a 95% lower confidence bound to answer this question. Show all workings.
(5)
Transcribed Image Text:The table below gives flight arrival numbers from a random sample of flights for two airlines. Early On-time 58 355 Late Total Airline A 87 500 Airline B 133 416 151 700 Total 191 771 238 1200 3.1 Determine whether the proportion of on-time flights from Airline B exceeds that of Airline A by using the appropriate hypothesis test. Show all 7 steps and include both the rejection region and the p-value. (9) 3.2 By how much does the proportion of on-time flights for Airline B exceed that of Airline A? Use a 95% lower confidence bound to answer this question. Show all workings. (5)
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