Evaluate :

`( m^( n -1 ) times m times n^m ) div ( n^p times m^n )`

Evaluate : ( m^(-3) times n^4 ) /( n^2 times m^-8 ) ( m! = 0 , n != 0 )

Evaluate : ( x^(m + n ) times x^(n + l ) times x^( l + m ) ) / ( x^m times x^n times x^l )

Evaluate : ( x^(m + n ) times x^(n + l ) times x^( l + m ) ) / ( x^m times x^n times x^l )

Find the value of ( a^( m^2 - n^2 ))^ (( m^2 + mn + n^2 )/( m + n )) times ( a^( n^2 - p^2 ))^ (( n^2 + np + p^2 )/( n + p ))times ( a^( p^2 - m^2 ))^ (( p^2 + mp + m^2 )/( p + m )) is ( a ) 0 ( b ) 1 ( c ) a^3 ( d ) a

Refer to the information provided below ‘M + N’ mens ‘M’ is father of ‘N’ ‘M - N’ means ‘M’ is daughter of ‘N’ ‘M xx N’ means ‘M is son of N’ ‘ M div N ’ means ‘M is wife of ‘N’ How is D related to G in the expression D - F + G ?

In an A.P. if m times the m^(th) term is equal to n times the n^(th) term then find (m+n)^(th) term.

In an A.P. If m times the m^(th) term is equal to n times the n^(th) term, then find (mn)^(th) term .

(x^(m+n)times x^(n+l)times x^(l+m))/((x^(m)times x^(n)times x^(l))^(2))=1

sqrt(m^(2)n^(2))times root(6)(m^(2)n^(2))times root(3)(m^(2)n^(2))