Algebra Rule 13
Convert a multiplication with an exponent into the product of two factors each raised to the exponent
```(ab)^n = a^nb^n```
Description:
Thanks to the commutative property of multiplication, any series of multiplications can be rearranged without changing its value. This means that we can take a multiplication raised to a power and rearrange the resulting series of multiplications to make two exponents
```(4*5)^3 = (4*5)(4*5)(4*5) = 4*5*4*5*4*5 = 4*4*4*5*5*5 = 4^3*5^3```