Interns from a sports team conducted a survey about renovations of the basketball arena. According to the survey, 70% of the fans want the stadium to be renovated. Suppose you select five fans at random off the city street. Let r be the number of fans who agree on having renovations of the basketball arena. Assume that this is a binomial experiment. A table of binomial probabilities are shown below: P(r) r 0. 0.002 1 0.028 0.132 3 0.309 4 0.360 0.168 Calculate the expected number u and the standard deviation o of fans that agree on having enovations of the basketball arena.

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Interns from a sports team conducted a survey about renovations of the basketball arena.
According to the survey, 70% of the fans want the stadium to be renovated. Suppose you select
five fans at random off the city street, Let r be the number of fans who agree on having
renovations of the basketball arena. Assume that this is a binomial experiment. A table of
binomial probabilities are shown below:
P(r)
0.002
1
0.028
0.132
0.309
4
0.360
0.168
Calculate the expected number u and the standard deviation o of fans that agree on having
enovations of the basketball arena.
Transcribed Image Text:Interns from a sports team conducted a survey about renovations of the basketball arena. According to the survey, 70% of the fans want the stadium to be renovated. Suppose you select five fans at random off the city street, Let r be the number of fans who agree on having renovations of the basketball arena. Assume that this is a binomial experiment. A table of binomial probabilities are shown below: P(r) 0.002 1 0.028 0.132 0.309 4 0.360 0.168 Calculate the expected number u and the standard deviation o of fans that agree on having enovations of the basketball arena.
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