A certain type of lobster Is exceedingly Rare, Roughly 1 In every 45 Million lobsters hatched Is This Type of lobster. Apply the Poisson Approximation To The binomial distribution To Answer the following questions.
Roughly how Many lobsters Must be hatched In order To be Atleast 80% sure That At least one Is This Type of lobster?
Answer:
Given that,
A certain type of lobster is exceedingly rare; roughly 1 in every 45 million lobsters hatched is this type of lobster.
a) Roughly how many lobsters must be hatched in order to be at least 80% sure that at least one is this type oflobster?
Let expected of this kind of lobseter = a
Therefore P(At least one of this kind) =
Total number of lobster required =45*1.609= 73 million
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