Question

prove that (x¹/x^m) ¹/ln (x^m/x^n) ¹/mn (x^n/x^n) ¹/n=1

please provide the correct information​

Answer 1

Answer:

actually I am not able to understand your question...u an ask again

Answer 2

Answer:

(x^l/x^m)^lm•(x^m/x^n)^1/n=1

=(x^l-m)^1/lm•(x^m-n)^1/mn•(x^n-l)^1/nl

=x^(l-m)/lm•x^(m-n)/mn•x^(n-l)/nl

=x (ln-mn+ln-ln+mn-lm)/lmn

=x^0

=1 (Proved).