`[3^(m^2)-:(3^m)^2]^(1/m)=81` then `m=`

If (2^(m+n))/(2^(n-m))=16,(3^(p))/(3^(n))=81 and a=2^(1//10) then (a^(2m+n-p))/((a^(m-2n+2p))^(-1))=

If 27 xx (81)^(2n+2) - 3^(m) = 0 , then what is m equal to ?

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

If m >1,n in N show that 1^m+2^m+2^(2m)+2^(3m)+...+2^(n m-m)> n^(1-m)(2^n-1)^m

int(x^(3m)+x^(2m)+x^m)(2x^(2m)+3x^m+6)^(1/m)dx

If m >1,n in N show that 1^m+2^m+2^(2m)+2^(3m)++2^(n m-m)> n^(1-m)(2^n-1)^mdot

If m>1,n in N show that 1^(m)+2^(m)+2^(2m)+2^(3m)++2^(nm-m)>n^(1-m)(2^(n)-1)^(m)

If m >1,n in N show that 1^m+2^m+2^(2m)+2^(3m)+....+2^(n m-m)> n^(1-m)(2^n-1)^mdot

If x= ( root(3) (m+1) + root(3) (m-1))/( root(3) (m+1) - root(3) (m-1)) then the value of x^3 - 3mx^2 +3x -m is

If Delta_(m) = |(m -1,n,6),((m-1)^(2),2n^(2),4n -2),((m -1)^(3),3n^(3),3n^(2) - 3n)| , then Sigma_(m =1)^(n) Delta_(m) is equal to