For a distribution, if mean = median = a, then its mode is :
For a distribution, if mean = 15 and mode = 12, then its median is :
Let empirical relationship between the three measures of central tendency be a(Median) = Mode + b(Mean), then (2b + 3a) =
Using the empirical relationship between the three measures of central tendency, find the median of a distribution, whose mean is 169 and mode is 175.
Median and Mode of a distribution are 25 and 21 respectively. Mean of the data using empirical relationship is :
Mean and median of some data are 32 and 30 respectively. Using empirical relation, mode of the data is :
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