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Questions  

Two teams A and B have the same mean and their coefficients of variations are 4,2 respectively. If σA,σB are the standard deviations of teams A, B respectively then the relation between them is 

a
σA=σB
b
σB=2σA
c
σA=2σB
d
σB=4σA

detailed solution

Correct option is C

σAx¯=4100 and σBx¯=2100⇒σA=2.σB

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For (2n + 1) observations x1,x1,x2,x2,,xn,xn, and 0, where all x's are distinct, let SD and MD denote the standard deviation and median, respectively. Then which of the following is always true?


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