If `m+1=(5(m-1))/(3)`, then `(1)/(m)=`

If m-(1)/(m)=5 then find m^(2)-(1)/(m^(2))

If 2^(-m)xx(1)/(2^(m))=(1)/(4) then (1)/(14)[(4^(m))^(1//2)+((1)/(5^(m)))^(-1)] =_______

If 3m -(1)/(3m) = 3, m ne 0 , then m^(2) + (1)/(81 m^(2)) is equal to

If 3m - (1)/(3m) = 3, m ne 0 , then m^(2) + (1)/(81 m^(2)) is equal to

(m-5)/(2)-(m-3)/(5)=(1)/(2)

If m_(1)andm_(2) satisfy the relation "^(m+5)P_(m+1)=11/(2) (m-1) ("^(m+3)P_(m)) then m_(1)+m_(2) is equal to

Ifm-(1)/(m)=5, find (1)m^(2)+(1)/(m^(2))(pi i)m^(2)-(1)/(m^(2))