Summation and proof using mathematical inductionsuppose

Reference no: EM13357250

Summation and proof using mathematical Induction.

Suppose that {xn} is a sequence of positive real numbers for which the sum from i=1 to n of (xi)³ = (summation i=1 to n xi )² for each n>=1. Prove that xn =n for all n>=1.Give a careful and complete proof by induction.

Reference no: EM13357250

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