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Probability Distributions Notes App Download | BBA Business Statistics PDF e-Book

BBA Business Statistics MCQs: Chapter 7

Probability Distributions Notes Questions & Answers PDF Download - 16

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The Probability Distributions Notes Questions and Answers PDF (Probability Distributions Quiz Answers PDF e-Book) download Ch. 7-16 to study BBA Business Statistics Course. Solve Rectangular Distribution MCQs, Probability Distributions quiz questions and answers PDF to learn business analyst certificate courses. The Probability Distributions Notes App Download: Free BBA Business Statistics App to study continuous probability distribution, expected value and variance, discrete probability distributions career test for online business degree.

The 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 with answers: 0.057, 0.067, 0.047, and 0.077 to learn business analyst certificate courses. Practice Binomial Distribution Quiz Questions, download Kobo eBook (Free Sample) to learn business analyst certificate courses.

SAT Test for SAT Prep

Probability Distributions Test Questions and Answers PDF Download: MCQ 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

  1. 0.067
  2. 0.057
  3. 0.047
  4. 0.077
MCQ: 77

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

  1. continuous random variable
  2. discrete random variable
  3. continuous waiting time variable
  4. continuous hyper geometric variable
MCQ: 78

The number of units multiply profit per unit multiply probability to calculate

  1. discrete profit
  2. expected profit
  3. weighted profit
  4. continuous profit
MCQ: 79

The probability of success increases in the binomial probability distribution if the value of

  1. p increases
  2. p decrease
  3. q increases
  4. q decreases
MCQ: 80

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

  1. E(x) = m ⁄ m - n
  2. E(x) = n ⁄ m + n
  3. E(x) = m ⁄ m + n
  4. E(x) = n ⁄ m * n

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Probability Distributions Notes App (Android & iOS)

Probability Distributions Notes App

Probability Distributions Notes App (iOS & Android)

Business Statistics Notes App

Business Mathematics Notes App (iOS & Android)

Business Mathematics Notes App

Marketing Principles Notes App (Android & iOS)

Marketing Principles Notes App