Simplify:

 $4^3\cdot4^3$  

Simplify:

 $\left(6x^2\right)\left(-3x^5\right)$  

Simplify:

 $c^5\cdot c^3\cdot c^3$  

Simplify:

 $2m^4\cdot5m^2$  

Simplify:

 $x^3\cdot x^5\cdot x^{10}$  

Simplify:

 $3x^2\left(-5x^4\right)$  

Simplify:


 $10u^3v^5\cdot7v^3$  

The length of a rectangle is 4a⁴b⁵ and the width is 3a²b³, what is the expression that represents the area of the rectangle?

Area = length ⋅ width

Find the missing exponent:

 $3^{16}=3^8\cdot3^?$  

Simplify the product as a single power.

 $125^2\cdot25^4$