To solve for the width
- Start with the original formula:
- To solve for
, divide both sides by :
Now, let's consider the units involved:
- The volume
has units of cubic inches ( ). - The dimensions
and are both measured in inches ( ).
Thus, the units for
This verifies that the units for width
Now, looking at the provided options, the equation that best represents the remaining units when justifying your rearrangement to solve for the width is:
So, the correct response is: Start Fraction in. cubed over in. squared End Fraction equals in.