Use the division property of equality to rearrange the equation V=lwh for the quantity of interest h.(3 points) Responses h=Vl−w h is equal to cap v over l minus w h=lwV h is equal to l w over cap v h=Vlw h is equal to cap v over l w w= V−lh

Answer 1

To rearrange the equation \( V = lwh \) for \( h \) using the division property of equality, we want to isolate \( h \) on one side of the equation.

Starting with:

\[ V = lwh \]

We can divide both sides by \( lw \) (assuming \( l \) and \( w \) are not zero):

\[ \frac{V}{lw} = h \]

So, the rearranged equation for \( h \) is:

\[ h = \frac{V}{lw} \]

Thus, the correct response would be:

h = V / (l * w) (h is equal to capital V over l times w)