Measures Of Dispersion CBSE Questions & Answers
Measures Of Dispersion
This is Economics Class 11 Measures of Dispersion CBSE Questions & Answers. There are 15 questions in this test with each question having around four answer choices.
Questions & Answers
1
There is difference or variation among the values. The degree of variation is evaluated by various measures of
- ADispersion
- BNone
- CCentral tendencyCorrect
- DBoth
2
A good dispersion should have following characteristics except
- AIt should be rigidly defined
- BIt should be simple to understand
- CIt should be based on extreme valuesCorrect
- DIt should lend itself for algebraic manipulation
3
There are two types of dispersion
- AAbsolute measure of dispersion and Relative measure of dispersionCorrect
- BReal measure of dispersion and Relative measure of dispersion
- CNominal measure of dispersion and Relative measure of dispersion
- DNominal measure of dispersion and Real measure of dispersion
4
Following are the Relative measures of dispersion except
- ACo-efficient of Range
- BStandard deviationCorrect
- CCo-efficient of Quartile deviation
- DCo-efficient of Mean deviation
5
Half of the difference between the first and third quartiles
- AQ1
- BQ.DCorrect
- CMedian
- DQ3
6
Standard deviation is also called
- AMean Deviation
- BSquare Deviation
- CRoot-Mean Square DeviationCorrect
- DMean Square Deviation
7
Square of standard deviation is called
- AMean Square Deviation
- BVarianceCorrect
- CSquare Deviation
- DRoot-Mean Square Deviation
8
the positive square-root of the arithmetic mean of the Square of the deviations of the given observation from their arithmetic mean is called
- AMean deviation
- BQuartile deviation
- CVariance
- DStandard deviationCorrect
9
The average of the squared deviations from the arithmetic mean is called the
- AVarianceCorrect
- BMean deviation
- CStandard deviation
- DQuartile deviation
10
Formula given below is used to calculate

- AMean deviation
- BVariance
- CStandard deviationCorrect
- DQuartile deviation
11
Absolute measures of dispersion are
- ABoth
- BNone
- CExpressed in ratios or percentage, also known as coefficients of dispersion.
- DExpressed in terms of original unit of seriesCorrect
12
Quartile deviation is calculated by
- A\(\frac{{{Q_{3{\text{ }}}} - {Q_1}}}{2}\)Correct
- B\(\frac{{{Q_{3{\text{ }}}} + {Q_2}}}{2}\)
- C\(\frac{{{Q_{3{\text{ }}}} - {Q_2}}}{2}\)
- D\(\frac{{{Q_{3{\text{ }}}} + {Q_2}}}{3}\)
13
The main disadvantage of the standard deviation is
- AIt is a sensitive measure of dispersion
- BIt takes into account all the values in the data set
- CIt is used in many other statistical techniques
- DIt is difficult to calculate by handCorrect
14
The variance
- ACannot be calculated on continuous data
- BInvolves squaring deviation scores and then dividing them together
- CProduces small values in square units due to taking the square root of deviations
- DShould be adjusted when we want to generalize from a sample to a populationCorrect
15
The inter quartile range
- AIs representative of the middle 50% of values in the data setCorrect
- BCan be calculated by subtracting the median from the fourth quartile
- CRelies on four values and therefore does not provide a measure of dispersion
- DIs normally used when the measure of central tendency is the mode