To rearrange the volume formula \( V = l \cdot w \cdot h \) to solve for width \( w \), we start by isolating \( w \):
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The original formula is: \[ V = l \cdot w \cdot h \]
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To isolate \( w \), divide both sides by the product of length \( l \) and height \( h \): \[ w = \frac{V}{l \cdot h} \]
Thus, in this case, the rearranged formula to find \( w \) is:
\[ w = \frac{V}{l \cdot h} \]
So, filling in the blanks with appropriate labels, you would have:
- \( w = V / (l \cdot h) \)