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Study Probability Distributions Multiple Choice Questions (MCQ Quiz) with Answers PDF (Probability Distributions MCQ PDF e-Book) download Ch. 7-2 to learn BBA Business Statistics Course. Solve Statistics Questions Answers Multiple Choice Questions (MCQs), Probability Distributions quiz with answers PDF for BBA distance education. Free Probability Distributions Learning App Download: BBA Business Statistics MCQ App to learn poisson distribution, binomial distribution, discrete probability distributions career test to enhance management mastery.

Free "Probability Distributions" App (Android & iOS) with MCQ: Formula in which the Poisson probability distribution approaches normal probability distribution with the help of normal variable is written as; with answers: x * λ ⁄ square root of x*λ, x + λ ⁄ square root of λ, x - λ ⁄ square root of λ, and x + &lambda &frasl square root of pq&lambda for BBA distance education. Practice Central Tendency Measures Quiz Questions, download Apple Book (Free Chapter) to master decision skills.

Probability Distributions MCQ – Practice Test 2 PDF Download

MCQ 6: The formula in which the Poisson probability distribution approaches normal probability distribution with the help of normal variable is written as:

  1. x + λ ⁄ square root of λ
  2. x * λ ⁄ square root of x*λ
  3. x - λ ⁄ square root of λ
  4. x + λ ⁄ square root of pqλ

MCQ 7: The distribution whose function is calculated by considering the Bernoulli trials that are infinite In number is classified as:

  1. negative Poisson distribution
  2. bimodal cumulative distribution
  3. common probability distribution
  4. negative binomial probability distribution

MCQ 8: In the Poisson probability distribution, if the value of λ is integer then the distribution will be:

  1. bimodal
  2. unimodal
  3. positive modal
  4. negative modal

MCQ 9: The mean of binomial probability distribution is 857.6 and the probability is 64% then the number of values of binomial distribution:

  1. 1040
  2. 1340
  3. 1240
  4. 1140

MCQ 10: The tail or head, the one or zero and the girl and boy are examples of:

  1. non-functional events
  2. complementary events
  3. non complementary events
  4. functional events

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