Question

Given
p = log q r, q = log r p and r = log p q.
Show that pqr = 1

Answer 1

p=log q r=>q^p=r
q=log r p=>r^q=p
r=log p q=>p^r=q
q^p=r
\((p^r)^p=r\)
\(p^{rp}=r\)
\(\large (r^q)^{rp}=r\)
\(\large r^{qrp}=r=r^1\)
Does that help? @Biha

Answer 2

thank you for the solution.. I been trying so hard to solve this question. Thanks again!

Answer 3

welcome:) do u get it?

Answer 4

Yep, I do :D