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# Sources of Data MCQ (Multiple Choice Questions) PDF - 10

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The e-Book Sources of Data Multiple Choice Questions and Answers (MCQs), sources of data MCQs Quiz PDF download chapter 4-10 to learn online statistics degree courses. Study Introduction to Statistics quiz answers PDF, sources of data Multiple Choice Questions (MCQ Quiz) for online college degrees. The Sources of Data MCQs App Download: Free educational app for sources of data, statistical measures, data classification, relative measure of skewness, statistics questions answers test prep for online degrees.

The MCQs Reports on quality control, production and financial accounts issued by the companies are considered as: internal secondary data sources, external secondary data sources, external primary data sources and internal primary data sources with "Sources of Data" App Download (iOS & Android) Free for online business administration degree. Practice introduction to statistics questions and answers, Google eBook to download free sample for accredited online schools for business management.

## Sources of Data MCQ Questions : Quiz 10

MCQ 46: The reports on quality control, production and financial accounts issued by the companies are considered as

A) external secondary data sources
B) internal secondary data sources
C) external primary data sources
D) internal primary data sources

MCQ 47: The statistical measures such as average deviation, standard deviation and mean are classified as part of

A) deciles system
B) moment system
C) percentile system
D) quartile system

MCQ 48: The classification method in which the upper limit of interval is same as of lower limit class interval is called

A) exclusive method
B) inclusive method
C) mid-point method
D) ratio method

MCQ 49: The method of calculating skewness which is based on the positions of quartiles and median in a distribution is called

A) Gary's coefficient of skewness
B) Sharma's coefficient of skewness
C) Bowley's coefficient of skewness
D) Jack Karl's coefficient of skewness

MCQ 50: The formula in which the Poisson probability distribution approaches normal probability distribution with the help of normal variable is written as

A) x + λ ⁄ square root of λ
B) x * λ ⁄ square root of x*λ
C) x - λ ⁄ square root of λ
D) x + λ ⁄ square root of pqλ

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