The coefficient of variation for a distribution is 60 and standard deviation is 21. Find the arithmetic mean.

Coefficient of variation of a distribution is 60 and its standard deviation is 21, then its arithmetic mean is

Coefficient of variation of a distribution is 60 and its standard deviation is 21, then its arithmetic mean is

Coefficient of variation of a distribution is 60 and its standard deviation is 21, then its arithmetic mean is : (a) 36 (b) 37 (c) 35 (d) 38

Coefficient of variation of distribution are 70 and the standard deviation is 16. What is the arithmetic mean of the distribution

The coefficient of variation of a series is 58. The standard deviation is 21.2. What is the arithmetic mean?

If the coefficient of variation of a distribution is 60 and its is s.d. is 21, then find its arithmetic mean

If the coefficient of variation of a distribution is 60 and its is s.d. is 21, then find its arithmetic mean

If the coefficient of variation of some observation is 60 and their standard deviation is 20, then their mean is

If coefficient of variation is 60 and standard deviation is 24, then arithmetic mean is

If coefficient of variation is 60 and standard deviation is 24, then arithmetic mean is :