BBA: Management Courses

Chapter 7: BBA Business Statistics Exam Tests

BBA Business Statistics MCQs - Chapter 7

Probability Distributions Multiple Choice Questions (MCQ) PDF - 16

The e-Book Probability Distributions Trivia Questions, Probability Distributions quiz answers PDF download, test 16 to study free BBA Business Statistics Online Course. Solve Rectangular Distribution MCQs, Probability Distributions quiz questions and answers PDF to prepare for job interview. Free certification app: Probability Distributions Trivia App Download: Free learning app for continuous probability distribution, expected value and variance, discrete probability distributions career test to learn online certificate courses.

The MCQ Quiz: If the value of m in beta distribution is 5 and the value of n is 25 then the standard deviation of beta distribution is; "Probability Distributions" App APK Download (Free) with answers 0.057, 0.067, 0.047, and 0.077 to learn business analyst certificate courses. Practice rectangular distribution quiz questions, download Kindle eBook (Free Sample) for online business degree.

Probability Distributions Questions & Answers PDF Download: MCQ Quiz 16

MCQ 76: If the value of m in beta distribution is 5 and the value of n is 25 then the standard deviation of beta distribution is

A) 0.067
B) 0.057
C) 0.047
D) 0.077

MCQ 77: The successful life of product, the time, the weight and the height are classified as

A) continuous random variable
B) discrete random variable
C) continuous waiting time variable
D) continuous hyper geometric variable

MCQ 78: The number of units multiply profit per unit multiply probability to calculate

A) discrete profit
B) expected profit
C) weighted profit
D) continuous profit

MCQ 79: The probability of success increases in the binomial probability distribution if the value of

A) p increases
B) p decrease
C) q increases
D) q decreases

MCQ 80: In beta distribution, the expected value of random variable x is calculated as

A) E(x) = m ⁄ m - n
B) E(x) = n ⁄ m + n
C) E(x) = m ⁄ m + n
D) E(x) = n ⁄ m * n

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