If a,b,c greater than 0. then prove that a/b +b/c c/a is greater than equals to 3
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using relationship A.M greater than equal to G.M. we have
a/b+ b/c +c/a /3 is greater than equal to a/b *b/a*c/a^1/3
so a/b +b/c + c/a is greater than equal to 3
a/b+ b/c +c/a /3 is greater than equal to a/b *b/a*c/a^1/3
so a/b +b/c + c/a is greater than equal to 3
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let us consider a is 1 and b is 1 and c is 1 so a/b + b/c + c/a = 1+1+1 =3 hence proved
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