The ratings of a café are normally distributed with an expected value of mu=6 and a variance of sigma ^2 = 4
The Café changes its rating system (Y) in awful and amazing. Now suppose that 40 people are asked about their opinion and that the probability for a rating with "amazing" is p=0,8
a) how many "amazing" ratings can the café expect ?
b) What is the probability for at least 3 "awful" ratings ?
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