For positive integers p and q, with \(\frac{p}{q}\ne 1\),…
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For positive integers p and q, with \(\frac{p}{q}\ne 1\), \(\left(\frac{p}{q}\right)^{\frac{p}{q}}=p^{\left(\frac{p}{q}-1\right)}\). Then,
- A.
\(q^p=p^q\)
- B.
\(q^p=p^{2q}\)
- C.
\(\sqrt{q}=\sqrt{p}\)
- D.
\(\sqrt[p]{q}=\sqrt[q]{p}\)
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Correct answer: A
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