Hello I would like someone to answer the following question clearly. ________________________________________________________________________ Civil engineers collected data from one area of Wisconsin on the amount of salt (in tons) used to keep highways drivable during a snowstorm. The amount of salt for n = 20 storms are given: 1111 2115 1573 2813 2815 2126 854 3965 1819 776 1484 2056 784 779 1373 1237 1701 1957 246 1730 [a.] Does it appear that the conditions for a confidence interval on the population mean are satisfied? Justify why or why not (Hint: A Normal QQ plot would be useful here). We’re going to make one anyway, but we should know whether it is appropriate to do so. [b.] Report the summary statistics for a confidence interval on the population mean (though I am not interested in the calculations here). [c.] Construct a 95% confidence interval for the population mean salt used per storm. [d.] In 1-2 sentences, interpret the confidence interval in the context of the problem. .

1. Hello
I would like someone to answer the following question clearly.
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Civil engineers collected data from one area of Wisconsin on
the amount of salt (in tons) used to keep highways drivable
during a snowstorm. The amount of salt for n = 20 storms are
given: 1111 2115 1573 2813 2815 2126 854 3965 1819 776
1484 2056 784 779 1373 1237 1701 1957 246 1730
[a.] Does it appear that the conditions for a confidence interval
on the population mean are satisfied? Justify why or why not
(Hint: A Normal QQ plot would be useful here). We’re going to
make one anyway, but we should know whether it is appropriate
to do so.
[b.] Report the summary statistics for a confidence interval on
the population mean (though I am not interested in the
calculations here).
[c.] Construct a 95% confidence interval for the population
mean salt used per storm.
[d.] In 1-2 sentences, interpret the confidence interval in the
context of the problem.