prove (a^m/a^-n)^m-n x (a^n/a^-l)^n-l x (a^l/a^-m)^l-m=1
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Step-by-step explanation:
(a^m+n)^m-n×(a^n+l)^n-l×(a^l+m)l-m=1
a^m^2-n^2×a^n^2-l^2×a^l^2-m^2=1
a^m^2-n^2+n^2-l^2+l^2-m^2=1
a^m^2-m^2-n^2+n^2-l^2+l^2=1
a^0=1
1=1
LHS=RHS.
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