# Relative Measure of Skewness Quiz Questions and Answers 6 PDF Book Download

Relative measure of skewness quiz questions and answers, relative measure of skewness online learning, MBA business statistics test prep 6 for distance education eCourses. Undergraduate degree and master's degree eCourses MCQs on skewness, kurtosis and moments quiz, relative measure of skewness multiple choice questions to practice statistics quiz with answers. Learn relative measure of skewness MCQs, career aptitude test on types of events, standard normal probability distribution, interquartile range of deviation, calculating moments, relative measure of skewness test for online regression courses distance learning.

Practice relative measure of skewness career test with multiple choice question (MCQs): if first quartile and third quartile are as 32 and 35 respectively with median of 20 then distribution is skewed to, for e-learning degree certificate with options lower tail, upper tail, close end tail, open end tail for business administration degree online. Learn online skewness, kurtosis and moments questions and answers with problem-solving skills assessment test with ePortal education technology for e-learning distance education.

## Quiz on Relative Measure of Skewness Worksheet 6Quiz Book Download

Relative Measure of Skewness Quiz

MCQ: If first quartile and third quartile are as 32 and 35 respectively with median of 20 then distribution is skewed to

- lower tail
- upper tail
- close end tail
- open end tail

A

Calculating Moments Quiz

MCQ: If beta one is 9, beta two is 11 then coefficient of skewness is

- 0.589
- 0.689
- 0.489
- 0.889

B

Interquartile Range of Deviation Quiz

MCQ: If value of first quartile is 49 and value of third quartile is 60 then value of inter quartile range is

- 21
- 31
- 11
- 41

C

Standard Normal Probability Distribution Quiz

MCQ: Formula to calculate standardized normal random variable is

- x - μ ⁄ σ
- x + μ ⁄ σ
- x - σ ⁄ μ
- x + σ ⁄ μ

A

Types of Events Quiz

MCQ: In probability theories, events which can never occur together are classified as

- collectively exclusive events
- mutually exhaustive events
- mutually exclusive events
- collectively exhaustive events

C