A large proportion of small businesses in the United States fail during the first few years of operation. On average, 1.4 businesses file for bankruptcy per day in a particular large city. Round your answers to four decimal places. a. Using the Poisson formula, find the probability that exactly 7 businesses will file for bankruptcy on a given day in this city. P(exactly 7) = i b. Using the Poisson probabilities table, find the probability that during a given week the number of businesses that will file for bankruptcy on a given day in this city is i. 2 to 3 P(2 to 3) = i ii. more than 3 P(more than 3) = i ii. less than 3 P(less than 3) =

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A large proportion of small businesses in the United States fail during the first few years of operation. On average, 1.4 businesses file
for bankruptcy per day in a particular large city.
Round your answers to four decimal places.
a. Using the Poisson formula, find the probability that exactly 7 businesses will file for bankruptcy on a given day in this city.
P(exactly 7) =
i
b. Using the Poisson probabilities table, find the probability that during a given week the number of businesses that will file for
bankruptcy on a given day in this city is
i. 2 to 3
P(2 to 3) = i
ii. more than 3
P(more than 3) =
i
ii. less than 3
P(less than 3) =
Transcribed Image Text:A large proportion of small businesses in the United States fail during the first few years of operation. On average, 1.4 businesses file for bankruptcy per day in a particular large city. Round your answers to four decimal places. a. Using the Poisson formula, find the probability that exactly 7 businesses will file for bankruptcy on a given day in this city. P(exactly 7) = i b. Using the Poisson probabilities table, find the probability that during a given week the number of businesses that will file for bankruptcy on a given day in this city is i. 2 to 3 P(2 to 3) = i ii. more than 3 P(more than 3) = i ii. less than 3 P(less than 3) =
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