Chebyshev Theorem MCQs Quiz Online PDF Download

Learn chebyshev theorem MCQs, online MBA business statistics test for distance education, online data analytics courses prep. Practice measures of dispersion multiple choice questions (MCQs), chebyshev theorem quiz questions and answers. GMAT test prep on relationship: measures of deviation, classification: measures of dispersion, squared deviation, mean absolute deviation, chebyshev theorem tutorials for online probability and statistics courses distance learning.

Study bachelor in business administration and executive MBA degree MCQs: for set of values, percentage of values that lies within population mean plus four standard deviations of population is, for online data analytics courses with choices 83.75%, 93.75%, 95%, 98.75% for online subjective and objective university majors eLearning for undergraduate and graduate degrees' study tests. Free skills assessment test is for online learn chebyshev theorem quiz questions with MCQs, exam preparation questions and answers to prepare entrance exam for admission in MBA program.

MCQs on Chebyshev TheoremQuiz PDF Download

MCQ: For set of values, percentage of values that lies within population mean plus four standard deviations of population is

  1. 83.75%
  2. 93.75%
  3. 95%
  4. 98.75%

B

MCQ: Theorem which states least percentage of values that fall within z-standard deviations is classified as

  1. Chebyshev's Theorem
  2. sampling theorem
  3. Pearson Theorem
  4. population theorem

A

MCQ: Formula which considers relationship between set of observations, standard deviation and mean is classified as

  1. empirical value
  2. three way rule
  3. normal rule
  4. both a and c

D

MCQ: Measuring theorem which helps in determining proportion of observations for specific interval of mean and standard deviation is classified as

  1. Pearson Theorem
  2. Chebyshev's Theorem
  3. sampling theorem
  4. population theorem

B

MCQ: Considering set of observations, percentage of values that lies within population mean plus two standard deviations is

  1. 60%
  2. 55%
  3. 75%
  4. 85%

C