Jason Lowrey is a frequent traveler between Los Angeles and San Francisco. For the past month, he wrote down the flight times for three different airlines.
Use the .05 significance level and the six-step hypothesis-testing process to check if there is a difference in the mean flight times among the three airlines. Write a statement to Mr. Lowrey explaining your results. Do your work in Excel.
Western Air | NW Skyway | Skyliner |
52 | 51 | 50 |
55 | 46 | 53 |
60 | 52 | 48 |
58 | 48 | 62 |
52 | 51 | 53 |
49 | 55 | 49 |
49 | 47 | 50 |
51 | 47 | 49 |
50 | 54 | |
60 | 54 | |
51 | 51 | |
49 | 49 | |
49 | ||
50 |
for the given data using Anova single factor Excel we get output as
Anova: Single Factor | ||||||
SUMMARY | ||||||
Groups | Count | Sum | Average | Variance | ||
Western Air | 8 | 426 | 53.25 | 16.5 | ||
NW Skyway | 12 | 607 | 50.58333 | 15.17424 | ||
Skyliner | 14 | 721 | 51.5 | 13.19231 | ||
ANOVA | ||||||
Source of Variation | SS | df | MS | F | P-value | F crit |
Between Groups | 34.31863 | 2 | 17.15931 | 1.171886 | 0.32313 | 3.304817 |
Within Groups | 453.9167 | 31 | 14.64247 | |||
Total | 488.2353 | 33 |
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