# Continuous Probability Distribution Quiz Questions and Answers 95 PDF Download

Learn continuous probability distribution quiz, online business statistics test 95 for online courses, distance learning. Free statistics MCQs questions and answers to learn continuous probability distribution MCQs with answers. Practice MCQs to test knowledge on continuous probability distribution, sampling distributions, introduction of estimation, relationship: median, mode and mean, probability rules worksheets.

Free continuous probability distribution course worksheet has multiple choice quiz question as probability distribution having shape of bell and in which values of mean lies in center of probability distribution is classified as with options continuous distribution, normal distribution, discrete distribution and hyper geometric distribution with problems solving answer key to test study skills for online e-learning, viva help and jobs' interview preparation tips, study probability distributions multiple choice questions based quiz question and answers.

## Quiz on Continuous Probability Distribution Quiz PDF Download Worksheet 95

Continuous Probability Distribution Quiz

MCQ. Probability distribution having shape of bell and in which values of mean lies in center of probability distribution is classified as

- continuous distribution
- normal distribution
- discrete distribution
- hyper geometric distribution

B

Sampling Distributions Quiz

MCQ. If proportion of population is 10.5 then proportion mean of sampling distribution is

- 10.5
- 12.5
- 15.5
- 18.5

A

Introduction of Estimation Quiz

MCQ. If critical value of normal standard variable is 0.95 and standard error of specific statistic 3.5 then margin of error is

- 2.325
- 3.325
- 4.325
- 5.325

B

Relationship: Median, Mode & Mean Quiz

MCQ. If value of mode is 14 and value of arithmetic mean is 5 then value of median is

- 12
- 18
- 8
- 14

C

Probability Rules Quiz

MCQ. Probability of event A that does not occur in experiment is equal to

- 1 - P(A)
- 1 + P(A)
- 1 × P(A)
- 2 - P(A)

A