Consider 10 observations x1, x2..., x10 such that Summation of (xi-a)=2 and Summation of (xi-b)^2=40

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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
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 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
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
If the data x1,x2.....,x10 is such that the mean of first four of these is 11, the mean of remaining If the data x1,x2.....,x10 is such that the mean of first four of these is 11, the mean of remaining
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