m =n , `frac{ a^m}{a^n}` = ___________

frac {1}{a^(n-m)} = ___________

Additional Bits: frac{1}{a^-n} = _____________

The Value of the Expression : (a^m)^n = _________

Fill in the blanks: If l bot m and m |\|n then l and n are _____________

Additional Bits: a^(m^2-n^2) xx a^(n^2-m^2) = _____________

Fill in the blanks: If vec l |\| vec m and vec m |\| vec n , then vec l , and vec n are _____________

m= 3, n = 1 then m^n-n^m =_____

m^3 + m^2n - n^2m - n^3 = ____

Simplify the following using the formula a^m xx a^n = a^(m+n) : p^5 xx p^8 .

Simplify the following using the formula a^m xx a^n = a^(m+n) : 3^11 xx 3^9 .