A 200 pages book has 0.4 mistakes per page on an average find the probability that a randomly selected page from the book is free from mistakes in the book how many pages contain mistake
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Answer:
Sorry l dont know the answer.
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Explanation:
suspect the Poisson distribution comes into play here.
The probability of finding k errors on a page of a book is Pr[X=k]=e−λλkk!.
Given Pr[X=0]=e−4 , thus λ=4 . So, the probability of finding 2 errors on a page of a book is Pr[X=2]=8e−4.
More insight on λ : It can be interpreted as an error rate in a book. For example, 4000 errors per 1000 pages gives rise to λ being 4 .
Again, for more insight one could read on the Poisson distribution.
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