Find the Arithmetic mean if the coefficient of variation of 20 observations is (125/3) % and the sum of squares of the deviations of these observations
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the arithmetic mean if the
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given that n= 20
let the mean be x¯x¯
individual observation xixi
variance be σ2σ2 that is 5
now, as we know that,
x¯=∑xinx¯=∑xin
σ2=∑(xi−x¯)2n=1n⋅∑x2i−(x¯)2σ2=∑(xi-x¯)2n=1n⋅∑xi2-(x¯)2
now let the new observation is yi=k⋅xiyi=k⋅xi and no of observation is n
now, y¯=∑yin=∑(k⋅xi)n=k⋅∑xiny¯=∑yin=∑(k⋅xi)n=k⋅∑xin
σ2y=∑(yi−y¯)2n=∑(k⋅xi−k⋅x¯)2n
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