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Let a, b, c be positive real numbers such that their product is 1. The document proves that: The sum from i=1 to 3 of a^i / (a^i + 8) is greater than or equal to 1. It does this by letting a = x^3, b = y^3, c = z^3, where x, y, z are positive. Using Holder

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SarthakBehera

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EN