We considered the change in the number of days exceeding 90f from 1948 and 2018 at 197 randomly sampled locations from the NOAA database in Exercise 7.19. The mean and
standard deviation of the reported differences are 2.9 days and 17.2 days.
(a) Calculate a 90% confidence interval for the average difference between number of days exceeding 90°P between 1945 and 2018. We've already checked the conditions for you.
(b) Interpret the interval in context.
(c) Does the confidence interval provide convincing evidence that there were more days coxreeding 90°F in 2015 than in 1948 at NOAA stations? Explain