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Frequency Distribution Types MCQ with Answers PDF

Frequency Distribution Types Multiple Choice Questions (MCQ), Frequency Distribution Types quiz answers PDF with business statistics live worksheets for online degrees. Solve data classification, tabulation and presentation Multiple Choice Questions and Answers (MCQs), Frequency Distribution Types quiz questions for general business degree online. Frequency Distribution Types Interview Questions: class width in statistics, frequency distribution types, data classification, data tables and types test prep for accredited online business administration degree.

"The type of cumulative frequency distribution in which the class intervals are added in top to bottom order is classified as" MCQ PDF on frequency distribution types with choices variation distribution, less than type distribution, more than type distribution, and marginal distribution for general business degree online. Solve frequency distribution types quiz questions for merit scholarship test and certificate programs for online college classes.

MCQs on Frequency Distribution Types Quiz

MCQ: The type of cumulative frequency distribution in which the class intervals are added in top to bottom order is classified as

variation distribution
less than type distribution
more than type distribution
marginal distribution

MCQ: The type of cumulative frequency distribution in which the class intervals are added in bottom to top order is classified as

more than type distribution
marginal distribution
variation distribution
less than type distribution

MCQ: The 'less than type distribution' and 'more than type distribution' are types of

class distribution
cumulative class distribution
cumulative frequency distribution
upper limit distribution

MCQ: The distribution which shows the cumulative figure of all the observations placed below upper limit of classes in distribution is considered as

cumulative frequency distribution
upper limit distribution
class distribution
cumulative class distribution

MCQ: The class frequency is divided by number of observations in the frequency distribution to convert it into

relative margin distribution
relative variable distribution
relative frequency distribution
relative width distribution

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