Question: Given n nonzero numbers 1 , . . . , n , show that the minimum value of subject to x + ...

Given n nonzero numbers σ1, . . . , σn, show that the minimum value of

subject to x + ... f(x1,...,Xn) = xr+ + Xn = 1 is c, where c ; (~3)= j=1 tox +

subject to x + ... f(x1,...,Xn) = xr+ + Xn = 1 is c, where c ; (~3)= j=1 tox +

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