Exponents including Power to a Power

 $5^7$  

 $5^{12}$  

 $125^7$  

 $125^{12}$  

 $2x^4$  

 $3x^4$  

 $2x^5$  

 $3x^5$  

 $3x^4$  

 $6x^4$  

 $9x^4$  

 $81x^4$  

the first expression simplifies to  $2^5$  , while the second expression simplifies to  $2^6$  .

the first expression simplifies to  $2^6$  , while the second expression simplifies to  $2^5$  .

both expressions simplify to  $2^5$  .

both expressions simplify to  $2^6$  .

the first expression simplifies to  $10x^4$ , while the second expression simplifies to  $25x^4$  .

the first expression simplifies to  $25x^4$  , while the second expression simplifies to  $10x^4$  .

both expressions simplify to  $10x^4$  .

both expressions simplify to  $25x^4$  .

0

1

3

9

 $x^{10}$  

 $x^{11}$  

 $x^{17}$  

 $x^{30}$  

 $-6x^6$  

 $-8x^6$  

 $-6x^9$  

 $-8x^9$  

 $12x^7$  

 $12x^8$  

 $36x^8$  

 $144x^{10}$  

 $\frac{16x^2}{\left(4x\right)^2}$  

 $\frac{\left(3x^3\right)^2}{9x^5}$  

 $\frac{\left(2x\right)\left(4x\right)}{6x}$  

 $\frac{\left(x^3\right)^3}{\left(x^4\right)^2}$