If A is the arithmetic mean and G the geometric mean of two unequal positive real numbers p and q then which of the following is true

1
\(A > G > \frac{G^2}{A}\)
2
\( G > \frac{G^2}{A} > A \)
3
\( \frac{G^2}{A} > A >G \)
4
None of the above

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