Consider 10 observation x1,x2,…,x10. such that 10∑i=1(xi−α)=2 and 10∑i=1(xi−β)2=40, where α,β are

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Consider 10 observations x1, x2..., x10 such that Summation of (xi-a)=2 and Summation of (xi-b)^2=40 Consider 10 observations x1, x2..., x10 such that Summation of (xi-a)=2 and Summation of (xi-b)^2=40
Consider 10 observation x1,x2,x3,.....x10 such that ∑(x-α)=2 and ∑(x-β)=40, where α, β are positive Consider 10 observation x1,x2,x3,.....x10 such that ∑(x-α)=2 and ∑(x-β)=40, where α, β are positive
Let x1​,x2​,…,x10​ ten observations such that ∑i=1 to 10​ (xi ​− 2) =30, ∑i=1 to 10 ​(xi ​− β)^2 =98 Let x1​,x2​,…,x10​ ten observations such that ∑i=1 to 10​ (xi ​− 2) =30, ∑i=1 to 10 ​(xi ​− β)^2 =98
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