For 3 real numbers a, b, c, prove that ((a/b)+(b/c)+(c/a)) ≥ 3.

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Arun · Answer

Dear student Use A.M. >= G.M. Hope it helps In case of any difficulty please feel.free to ask. Regards Arun (askIITians forum expert)

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For 3 real numbers a, b, c, prove that ((a/b)+(b/c)+(c/a)) ≥ 3.

For 3 real numbers a, b, c, prove that ((a/b)+(b/c)+(c/a)) ≥ 3.

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For 3 real numbers a, b, c, prove that ((a/b)+(b/c)+(c/a)) ≥ 3.

For 3 real numbers a, b, c, prove that ((a/b)+(b/c)+(c/a)) ≥ 3.

1 Answers

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Other Related Questions on Analytical Geometry

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