Poisson Distribution Explained With Questions and Solutions. (Discrete Probability Distribution)

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Poisson Distribution is one of the most important probability distributions under Discrete Probability Distribution.
A Poisson Distribution is a discrete frequency distribution which gives the probability of a number of independent events occurring in a fixed time.
Kindly pay attention and watch the video till end.

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Wow that was great. Would love to interact with sir on one one . I am a student at Moi university Nairobi Kenya

rachaelwafula
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With the question 3, you're saying the variance is equal to the mean, but mean= n×p while variance=n×p×q, so they're different right? Like you said in case the question asked you to find variance, the answer is not going to be that of that of the mean

edwinboateng
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After watching this, check the description area for link to Exam questions with guided solutions.

PhilosMasterClass
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Please the last question no.2
Can you also get 0.061 as an answer or it's exactly 0.0611; if so how do you go about it?

eltonowusu
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Please regarding the last questions; a and b
Is it strictly supposed to be 0.06564 and 0.60934 respectively?

eltonowusu
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Please more than 3 is it the same as at least 3

NKGRAPHIX
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Please I'm having some difficulties in the try test.That's 1b

winifredafriyie