# Volume unit conversions

When going from meters cubed to centimeters cubed, what do you change from the normal 10 ^ -2?

Just think of it this way ...

$$1m=10^2cm$$

or

$$10^{-2}m=1cm$$

But what about when it is meters cubed to centimeters cubed? Isn't something different there?

But what about when it is meters cubed to centimeters cubed? Isn't something different there?
$$1m=10^2cm$$

cubed ...

$$(1m)^3=(10^2cm)^3$$

which becomes

$$1m^3=10^6cm^3$$