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Prove that Bernoulli inqeuality (1+x_(1)) [1+x_(2)).....(1+x_(n)) ge 1+x_(1)+x_(2)+......+x_(n). Where x_(1), x_(2),.....x_(n) are numbers of like sign, and 1+x_(1) gt 0(i=1,2,.....n)

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ANSWER :`1+x_n GT 0, x_i . X_n gt 0 (i=1,2,.....n-1)`


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