The mean yearly rainfall in Sydney, Australia, is 136.9 mm and the standard deviation is 69.4mm. Assume rainfall is normally distributed.
(a) What is the random variable?
(b) Find the probability that the yearly rainfall is less than 100 mm.
(c) Find the probability that the yearly rainfall is more than 240 mm.
(d) Find the probability that the yearly rainfall is between 140 and 250 mm.
(e) If a year has a rainfall less than 100mm, does that mean it is an unusually dry year? Why or why not?
(f) What rainfall amount are 90% of all yearly rainfalls more than?
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