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If the probability of passing an exam is 0.001, then determine the chance that more than 3 students out of 3,000 will pass the exam (answer up to 2 decimal place)?
    Correct answer is between '0.35,0.36'. Can you explain this answer?
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    If the probability of passing an exam is 0.001, then determine the cha...
    Poisson distribution is used as probability of occurrence is very small.

    mean = λ = n
    ∴ λ = 3000 × 0.001 = 3
    = 0.35
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    If the probability of passing an exam is 0.001, then determine the chance that more than 3 students out of 3,000 will pass the exam (answer up to 2 decimal place)?Correct answer is between '0.35,0.36'. Can you explain this answer?
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