At à busy in tersecti on of roads, an ambulance occur with a frequency, on average accidents occur randomly, so that it may be assun Poisson distribution. Use a suitable approximating distribution to find particular year (of 52 weeks) the number of accide (i) at most 100
At à busy in tersecti on of roads, an ambulance occur with a frequency, on average accidents occur randomly, so that it may be assun Poisson distribution. Use a suitable approximating distribution to find particular year (of 52 weeks) the number of accide (i) at most 100
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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
Transcribed Image Text:4 (i) 0.7620
(ii) 0.0329
(iii) 0.3536

Transcribed Image Text:4 At a busy intersection of roads, accidents requiring the summoning of
an ambulance occur with a frequency, on average, of 1.8 per week. These
accidents occur randomly, so that it may be assumed that they follow a
Poisson distribution.
Use a suitable approximating distribution to find the probability that in any
particular year (of 52 weeks) the number of accidents at the intersection will be
(i) at most 100
(ii) exactly 100
(ii) between 95 and 105 inclusive.
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