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Uniform Distribution Quiz Questions and Answers PDF Download eBook

Uniform Distribution quiz questions and answers, uniform distribution MCQs with answers PDF 94 to practice statistics mock tests for online graduate programs. Practice Probability Distributions quiz questions with answers, uniform distribution Multiple Choice Questions (MCQ) to practice statistics test with answers for online university degrees. Free uniform distribution MCQs, introduction of estimation, data tables and types, confidence interval estimation, learning business statistics, uniform distribution test prep for BA in business administration.

"The formula of variance of uniform or rectangular distribution is as", uniform distribution Multiple Choice Questions (MCQ) with choices (b + a)² ⁄ 12, (b - a)² ⁄ 6, (b - a)³ ⁄ 8, and (b + a)² ⁄ 2 to learn online MBA business courses. Learn probability distributions questions and answers to improve problem solving skills for online business management degree programs.

Quiz on Uniform Distribution PDF Download eBook

Uniform Distribution Quiz

MCQ: The formula of variance of uniform or rectangular distribution is as

  1. (b - a)² ⁄ 6
  2. (b + a)² ⁄ 12
  3. (b - a)³ ⁄ 8
  4. (b + a)² ⁄ 2

B

Learning Business Statistics Quiz

MCQ: For quality improvements, the philosophy which acts like a guide and provides solid foundation is classified as

  1. management philosophy
  2. statistical philosophy
  3. serial philosophy
  4. parallel philosophy

A

Confidence Interval Estimation Quiz

MCQ: In confidence interval estimation, the formula of calculating confidence interval is

  1. point estimate * margin of error
  2. point estimate ± margin of error
  3. point estimate - margin of error
  4. point estimate + margin of error

B

Data Tables and Types Quiz

MCQ: The curve of cumulative frequency is also known as

  1. Ogive
  2. A-give
  3. C-give
  4. B-give

A

Introduction of Estimation Quiz

MCQ: The difference between value of parameter of population and value of unbiased estimator point is classified as

  1. sampling error
  2. marginal error
  3. confidence error
  4. population error

A