Question

x^p*q = (x^p)^q then find the value of p =



in terms of q

Answer 1

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Answer 2

${x}^{ {p}^{q} } = {{x}^{pq} } \\ so \: \: \\ {p}^{q} = pq \\ or. \: \frac{ {p}^{q} }{p} = q \\ or. \: {p}^{q - 1} = q \\ or. \: p = {q}^{ \frac{1}{q - 1} }$
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