Which of the following is the correct way to simplify this expression?
 $\left(a^mb^n\right)^p$  

What's our "shortcut" for thinking of this property?
 $\left(a^mb^n\right)^p\ =\ a^{mp}\ b^{np}$  

Simplify the following:
 $\left(r^7s^3\right)^3$  

Simplify the following:
 $\left(abc^5\right)^5$ 

Simplify the following:
$\left(4x^3y^2\right)^2$

Simplify the following:
 $\left(x^2y^4m^3\right)^8$  

Which of the following is the correct way to simplify this expression?
 $\left(\frac{a^m}{b^n}\right)^p$