# Poisson Distribution MCQs & Quiz Online PDF Book Download

Poisson distribution MCQs, poisson distribution quiz answers to learn online business analytics courses. Probability distributions multiple choice questions (MCQs), poisson distribution quiz questions and answers for online bachelor degree. Binomial probability distribution, exponential distribution, uniform distribution, statistics questions answers, standard normal probability distribution, poisson distribution test prep for business analyst certifications.

Learn probability distributions test MCQs: distribution whose function is calculated by considering bernoulli trials that are infinite in number is classified as, with choices negative poisson distribution, bimodal cumulative distribution, common probability distribution, and negative binomial probability distribution for online bachelor degree. Practice assessment test for scholarships, online learning poisson distribution quiz questions for competitive assessment in business majors for business administration certifications.

## MCQ on Poisson DistributionQuiz Book Download

MCQ: Distribution whose function is calculated by considering Bernoulli trials that are infinite In number is classified as

- negative Poisson distribution
- bimodal cumulative distribution
- common probability distribution
- negative binomial probability distribution

D

MCQ: In Poisson probability distribution, if value of λ is integer then distribution will be

- bimodal
- unimodal
- positive modal
- negative modal

A

MCQ: In a negative binomial distribution of probability, random variable is also classified as

- discrete random variable
- continuous waiting time random variable
- discrete waiting time random variable
- discrete negative binomial variable

C

MCQ: Discrete probability distribution in which outcome is very small with a very small period of time is classified as

- posterior distribution
- cumulative distribution
- normal distribution
- Poisson distribution

D

MCQ: If number of trials are 8 and probability of success are 0.65 then mean of negative probability distribution is

- 8.65
- 12.31
- 5.2
- 7.35

B