Simplified form of `((p+1/q)^((p-q))(p-1/q)^((p+q)))/((q+1/p)^((p-q))(q-1/p)^((p+q)))=`

((p+1/q)^p.(p-1/q)^q)/((q+1/p)^p.(q-1/p)^q)=(p/q)^x then x=

The simplified form of (p^^q)vv(p^^~q) is

Simplify : ((p+(1)/(q))^m(p-(1)/(q))^n)/((q+(1)/(p))^m(q-(1)/(p))^n) .

{(P+1/(q))^(m).(p-(1)/(q))^(n)}/{(q+(1)/(p))^(m).(q-(1)/(p))^(n)}

Simplify: [(p^(-1)+q^(-1))(p^(-1)-q^(-1))-:((1)/(p^(-1))-(1)/(q^(-1)))((1)/(p^(-1))+(1)/(q^(-1)))](pq)^(2)

Simplify [(p^(-1)+q^(-1))(p^(-1)-q^(-1))div ((1)/(p^(-1))-(1)/(q^(-1)))((1)/(p^(-1))+(1)/(q^(-1)))](pq)^(2)

Simply (a^(p)/a^(q))^(p+q-r).(a^(q)/a^(r ))^(q+r-p).(a^(r )/a^(p))^(r+p-q)

Simplify (p vv q) ^^ (p vv ~q) .