Solve the formula for the specified variable. \( V=L W H \) \( W=\square \)
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The Deep Dive
To solve for \( W \) in the formula \( V = L W H \), you can rearrange the formula. Start by isolating \( W \) on one side: 1. Divide both sides by \( L H \): \[ W = \frac{V}{L H} \] Now, \( W \) is expressed in terms of the volume \( V \), length \( L \), and height \( H \). It's like finding the missing puzzle piece in a 3D game—once you have the dimensions, you can easily calculate the width! Practicing this formula in real life can really pay off! For example, if you're building a box and you know the volume you want it to be, and the dimensions of length and height, you can quickly find out how wide the box should be. Just remember to plug in the values correctly, and voila! A perfectly sized box is yours.