Skewness and Kurtosis Quiz Questions and Answers 4 PDF Download

Learn skewness and kurtosis quiz questions, online MBA statistics test 4 for distance learning degree, online MBA courses. Colleges and universities courses, MCQ on descriptive statistics: numerical measures quiz, skewness and kurtosis multiple choice questions and answers to learn statistics quiz with answers. Practice skewness and kurtosis MCQ career test assessment on measures of association between two variables, chi-square distribution, multicollinearity, measures of location, skewness and kurtosis practice test for online data in statistics courses distance learning.

Study bachelor of business administration and executive MBA degree questions, skewness and kurtosis online course has multiple choice question (MCQ): a normal distribution in kurtosis is named to be with options lefto kurtosis, normal kurtosis, plety kurtosis and meso kurtosis with online tutorial questions and answers for online university's class tests with exam papers important questions. Learn descriptive statistics: numerical measures quiz questions with problem solving skills assessment test.

Quiz on Skewness and Kurtosis Worksheet 4 Download PDF

Skewness and Kurtosis Quiz

MCQ: A normal distribution in kurtosis is named to be

  1. Lefto kurtosis
  2. Normal kurtosis
  3. Plety kurtosis
  4. Meso kurtosis

D

Measures of Location Quiz

MCQ: Interquartile range can be computed as

  1. Q1 + Q2
  2. Q2 + Q4
  3. Q4 - Q2
  4. Q3 - Q1

D

Multicollinearity Quiz

MCQ: Closer value of tolerance to 1, for which there exists

  1. Less chance of multicollinearity
  2. High chance of multicollinearity
  3. Less chance of perfect multicollinearity
  4. High chance of perfect multicollinearity

A

Chi-square distribution Quiz

MCQ: Output value generated in result of a chi-square distribution is

  1. Always negative
  2. Always positive
  3. Condition oriented
  4. Always zero

B

Measures of Association Between Two Variables Quiz

MCQ: Value of skewness incase of a negatively skewed distribution is equals to

  1. 1
  2. -1
  3. 3
  4. -3

D