The number of traffic accidents at a certain intersection follows a Poisson distribution with A=2 per year. Let X be the number o accidents that occur in a 4-year period. Do not round your intermediate computations. Round your final answers to four decimal places. (a) Find P(8). (b) Find P(Less than 3). (c) Find P(More than 4). Part 1 of 3 P(8) = Part 2 of 3 P(Less than 3)= Part 3 of 3 P(More than 4) =

MATLAB: An Introduction with Applications
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The number of traffic accidents at a certain intersection follows a Poisson distribution with A=2 per year. Let X be the number of
accidents that occur in a 4-year period. Do not round your intermediate computations. Round your final answers to four decimal
places.
(a) Find P (8).
(b) Find P(Less than 3).
(c) Find P(More than 4).
Part 1 of 3
P(8)=
Part 2 of 3
P(Less than 3)=
Part 3 of 3
P(More than 4)=
Transcribed Image Text:The number of traffic accidents at a certain intersection follows a Poisson distribution with A=2 per year. Let X be the number of accidents that occur in a 4-year period. Do not round your intermediate computations. Round your final answers to four decimal places. (a) Find P (8). (b) Find P(Less than 3). (c) Find P(More than 4). Part 1 of 3 P(8)= Part 2 of 3 P(Less than 3)= Part 3 of 3 P(More than 4)=
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