Find `m` so that `(2/9)^3x\ (2/9)^(-6)=(2/9)^(2m)^(-1)`

Find m so that (2/9)^(3)xx(2/9)^(6)=(2/9)^(2m-1)

Find m so that ((2)/9)^(3)×\ (2/9)^(-6) = ((2)/9)^(2m)

For any non-zero integers 'a' and 'b" and whole numbers m and n. - a^(m) xx a^(n) = a^(m+n) a^(m) =a^(n), a gt 0 rArr m=n a^(m) + a^(n)=a^(m-n) If (2/9)^(3) xx (2/9)^(6) =(2/9)^(2m-1) , then m equals

((2)/(9))^(3)times((2)/(9))^(-6)=((2)/(9))^(2x-1)

Find m , if (3/7)^9 / (3/7)^5 = (3/7)^((3m + 2)/(m - 2))

Find : (2m - 9n)^(2)

Find : (9m + 2n)^(2)