In analysis of the treated water from a sewage treatment process, liquid containing harmful cells was placed on a slide and examined systematically under a microscope. One hundred counts of the number...

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In analysis of the treated water from a sewage treatment process, liquid containing harmful cells was placed on a slide and examined systematically under a microscope. One hundred counts of the number of harmful cells in 1 mm by 1 mm squares were made, with the following frequencies being obtained.






































Count



 0



 1



 2



 3



 4



 5



 6



 7



 8



 9



 10



 11



 12



Frequency



1



3



8



 14



 17



 19



 14



 12



 6



 2



 2



 2



 0



Fit a Poisson distribution to these data. Calculate expected Poisson frequencies to compare with the observed frequencies. Is the fit reasonably good?



Answered Same DayDec 24, 2021

Answer To: In analysis of the treated water from a sewage treatment process, liquid containing harmful cells...

Robert answered on Dec 24 2021
132 Votes
k
Exact Poisson
Probability

Cumulative
0

0.006538810571

0.006538810571
1

0.03289021717

0.03942902774
2

0.082718896182

0.122147923923
3

0.138692015932

0.260839939855
4

0.174405210035

0.435245149889
5

0.175451641295
...
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