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If median =12 Q1=6,Q3=22 then the cofficient of quartile deviation is?
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If median =12 Q1=6,Q3=22 then the cofficient of quartile deviation is?
Calculation of Quartile Deviation:

Quartile deviation is calculated as the difference between the upper and lower quartiles.

QD = Q3 - Q1

QD = 22 - 6 = 16

Coefficient of Quartile Deviation:

Coefficient of Quartile Deviation is calculated by dividing the quartile deviation by the median and then multiplying the result by 100.

Coefficient of Quartile Deviation = (QD / Median) x 100

Coefficient of Quartile Deviation = (16 / 12) x 100

Coefficient of Quartile Deviation = 133.33%

Interpretation:

The coefficient of quartile deviation is 133.33%. This means that the quartile deviation is 133.33% of the median. In other words, the values in the dataset are spread out widely around the median. A higher coefficient of quartile deviation indicates greater variability in the dataset.
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If median =12 Q1=6,Q3=22 then the cofficient of quartile deviation is?
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