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Uniform Distribution quiz questions, uniform distribution multiple choice questions and answers PDF 113 to learn statistics course for online certification. Practice "Probability Distributions" quiz with answers, uniform distribution Multiple Choice Questions (MCQ) to practice statistics test with answers for online university degrees. Free uniform distribution MCQs, measuring dispersion, skewness and skewed distribution, variance and standard deviation, mean absolute deviation, uniform distribution test prep for online college classes.

"In the classification of probability distributions, the 'Erlang distribution' is also called", uniform distribution Multiple Choice Questions (MCQ) with choices beta distribution, alpha distribution, gamma distribution, and exponential distribution for BS degree in business administration. Learn probability distributions questions and answers to improve problem solving skills for online degrees.

Uniform Distribution Quiz

MCQ: In the classification of probability distributions, the 'Erlang distribution' is also called

1. alpha distribution
2. beta distribution
3. gamma distribution
4. exponential distribution

C

Mean Absolute Deviation Quiz

MCQ: In terms of mean absolute deviation, the quartile deviation is equal to

1. 5⁄6 M.A.D
2. 6⁄5 M.A.D
3. 4⁄5 M.A.D
4. 2⁄3 M.A.D

A

Variance and Standard Deviation Quiz

MCQ: Considering two projects for investment X and Y, the standard deviation of project A is USD \$5650 and standard deviation of project B is 12, 680 then the project that must be selected for investment is

1. consider both projects
2. project B
3. project A
4. none of above

C

Skewness and Skewed Distribution Quiz

MCQ: In statistical procedures, the skewness is used to measure the

1. amount of variance
2. amount of upper tail values
3. amount of dispersion
4. direction of dispersion

C

Measuring Dispersion Quiz

MCQ: If the scatter or dispersion in the distribution is less on each side then this indicates

1. high uniformity of data
2. dispersion of data
3. outliers of data
4. low uniformity of data

A