1.) The table below provides the probability distribution of X = number of vehicles owned by residents in Florida. X P(X) 0.081 1 0.414 2 0.382 3 0.123 a.) Construct the graph of the probability distribution. b.) If a resident is chosen at random, what is the probability they own at least 1 vehicles? c.) If a resident is chosen at random, what is the probability they own at most 1 vehicle? d.) Find the mean number of vehicles. e.) Find the standard deviation of the number of vehicles.

MATLAB: An Introduction with Applications
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1.) The table below provides the probability distribution of X = number of vehicles owned by
%3D
residents in Florida.
X
P(X)
0.081
1
0.414
0.382
3
0.123
a.) Construct the graph of the probability distribution.
b.) If a resident is chosen at random, what is the probability they own at least 1 vehicles?
c.) If a resident is chosen at random, what is the probability they own at most 1 vehicle?
d.) Find the mean number of vehicles.
e.) Find the standard deviation of the number of vehicles.
Transcribed Image Text:1.) The table below provides the probability distribution of X = number of vehicles owned by %3D residents in Florida. X P(X) 0.081 1 0.414 0.382 3 0.123 a.) Construct the graph of the probability distribution. b.) If a resident is chosen at random, what is the probability they own at least 1 vehicles? c.) If a resident is chosen at random, what is the probability they own at most 1 vehicle? d.) Find the mean number of vehicles. e.) Find the standard deviation of the number of vehicles.
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