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BBA Business Statistics Practice Test 95

# Continuous Probability Distribution Quiz PDF: Questions and Answers - 95

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The Continuous Probability Distribution Quiz Questions and Answers PDF, Continuous Probability Distribution Quiz Answers PDF e-Book download Ch. 7-95 to solve BBA Business Statistics Practice Tests. Learn Probability Distributions MCQ Questions PDF, Continuous Probability Distribution Multiple Choice Questions (MCQ Quiz) for online masters in business degree. The Continuous Probability Distribution Quiz App: Free download educational app for continuous probability distribution, sampling distributions, introduction of estimation, relationship: median, mode and mean, probability rules test prep for online classes for business management degree.

The Quiz: Probability distribution having shape of bell and in which values of mean lies in center of probability distribution is classified as; "Continuous Probability Distribution Quiz" App (iOS & Android) with answers: Normal distribution; Continuous distribution; Discrete distribution; Hyper geometric distribution; for online classes for business management degree. Study Probability Distributions Questions and Answers, Google eBook to download free sample for BA in business administration.

## Continuous Probability Distribution Questions and Answers : Quiz 95

MCQ 471:

The probability distribution having shape of bell and in which the values of mean lies in center of probability distribution is classified as

1. continuous distribution
2. normal distribution
3. discrete distribution
4. hyper geometric distribution
MCQ 472:

If the proportion of population is 10.5 then the proportion mean of sampling distribution is

1. 10.5
2. 12.5
3. 15.5
4. 18.5
MCQ 473:

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

1. 2.325
2. 3.325
3. 4.325
4. 5.325
MCQ 474:

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

1. 12
2. 18
3. 8
4. 14
MCQ 475:

The probability of the event A that does not occur in experiment is equal to

1. 1 - P(A)
2. 1 + P(A)
3. 1 × P(A)
4. 2 - P(A)