Question

x^p^q=(x^p)^q please find value of p

Answer 1

Answer:

q^(1/(q-1))

Step-by-step explanation:

x^p^q = (x^p)^q = x^pq

p^q = pq

qlog p = log p + log q

(q-1)log p = log q

log p = (log q)/(q-1)

=log q^(1/(q-1))

p = q^(1/(q-1))