Question: need help with this one using SPSS data file: https://drive.google.com/file/d/1Qr7MFzVx9pxDVK1T0uHGiO2ZIouVo8Sv/view?usp=sharing used google drive fore sharing the link 2. You work for an automobile insurance company.

need help with this one using SPSS

data file: https://drive.google.com/file/d/1Qr7MFzVx9pxDVK1T0uHGiO2ZIouVo8Sv/view?usp=sharing

used google drive fore sharing the link

need help with this one using SPSS data file: https://drive.google.com/file/d/1Qr7MFzVx9pxDVK1T0uHGiO2ZIouVo8Sv/view?usp=sharing used google

2. You work for an automobile insurance company. Your boss has assigned you the task of reviewing recent SUV (sports utility vehicle) insurance records and thinking about how that information may be relevant to your company. The appropriate data is contained in the SPSS file SUVs. Note that the insurance loss results are stated in relative terms. 100 represents average result for all cars. Lower numbers are better. For example, a rating of 122 means insurance losses 22% worse than average. (a) Create appropriate statistical tables and graphical displays to compare the ratings for each car size. You should create at least 2 different types of graph. (b) Use two different statistical measures to compare the central values of the ratings for each size. (c) Use two different statistical measures to compare the consistency of the ratings for each size. (d) Use your graphs from part (a) to compare the distributions of ratings for each SUV size. Comment on skewness and outliers. (e) Which measures of central tendency and dispersion are the most suitable for comparing the three groups? Explain why. (f) Based on your analysis above, the owners of which size of SUV should have to pay the most in insurance premiums? Which should have to pay the least

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