BBA Business Statistics MCQs (BBA Business Administration) From Textbook

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BBA Business Statistics Exam MCQs – Practice Test 12 (Chapter 3)

Introduction to Probability Notes Questions with Answers PDF Download – Test 12

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The Introduction to Probability Notes Questions and Answers PDF (Introduction to Probability Quiz Answers PDF e-Book) download Ch. 3-12 to study BBA Business Statistics Course. Solve Rules of Probability and Algebra MCQs, Introduction to Probability quiz questions and answers PDF to study online classes courses. Download the Introduction to Probability Notes App: Free BBA Business Statistics Notes App to study probability rules, definition of probability, sample space, relative frequency career test for free online classes.

The MCQ: If two events G and H are classified as joint events then the events are represented as; "Introduction to Probability Notes" App APK Download with answers: g + h, g * h, g intersection h, and g union h to study online classes courses. Practice Binomial Distribution Quiz Questions, download Kobo e-Book (Free Chapter) to study online classes courses.

Introduction to Probability MCQs – Practice Test 12 PDF Download

MCQ: 56

If two events G and H are classified as joint events then the events are represented as

  1. G * H
  2. G + H
  3. G intersection H
  4. G union H
MCQ: 57

Considering the events Y and Z, the occurrence of Z and the non-occurrence of Y is represented by

  1. Y-bar union Z
  2. Z-bar union Y
  3. Y-bar intersection Z
  4. Z-bar intersection Y
MCQ: 58

The number of favorable occurrences are divided by the total number of possible occurrences to calculate

  1. probability of an event
  2. total outcomes of an event
  3. sample space of experiment
  4. none of the above
MCQ: 59

The sample space for the experiment in which two coins are tossed is

  1. 4
  2. 8
  3. 2
  4. 10
MCQ: 60

The type of probability approach in which the event A is the ratio explaining the number of times event A is occurred in experiments is classified as

  1. counted probability distribution
  2. relative frequency approach
  3. irrelative frequency approach
  4. fixed probability distribution

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