# Binomial Distribution Quiz Questions and Answers 87 PDF Download

Binomial distribution quiz questions, learn MBA business statistics online test prep 87 for distance learning, online data analytics courses. Colleges and universities courses' MCQs on probability distributions quiz, binomial distribution multiple choice questions and answers to learn statistics quiz with answers. Practice binomial distribution MCQs, GMAT test prep on standard deviation in stats, measurements in statistics, sources of data, definition of probability, binomial distribution practice test for online types of measurement courses distance learning.

Study binomial distribution online courses with multiple choice question (MCQs), probability of failure in binomial distribution is denoted by, for BBA degree and executive MBA degree questions with choices p = q +1, p = q - 1, q = 1 + p, q = 1 - p for career test, online study and distance learning online preparation for online university courses. Learn probability distributions questions and answers with problem-solving skills assessment test with MBA GMAT prep for online GMAT exam preparation.

## Quiz on Binomial Distribution Worksheet 87Quiz PDF Download

Binomial Distribution Quiz

MCQ: Probability of failure in binomial distribution is denoted by

- p = q +1
- p = q - 1
- q = 1 + p
- q = 1 - p

D

Definition of Probability Quiz

MCQ: If a coin is tossed one time then probability of occurrence of heads is

- 1⁄2
- 1⁄1
- 2⁄1
- 2⁄2

A

Sources of Data Quiz

MCQ: Reports published by International Labor Organization and International Monetary Fund are considered as

- external primary data sources
- internal primary data sources
- external secondary data sources
- internal secondary data sources

C

Measurements in Statistics Quiz

MCQ: If central tendency is found by using sample data from population then this is classified as

- tendency statistic
- average statistic
- sample statistic
- population statistic

C

Standard Deviation in Stats Quiz

MCQ: Considering sample rather than population, standard deviation is thus denoted by

- small s
- capital s
- Ω
- σ

A