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s = length (in.) of one side of the jewelry box which expression repres…

Question

s = length (in.) of one side of the jewelry box
which expression represents the volume of the jewelry box?
$s^{2}$ $6s$ $s$ $s^{3}$

Explanation:

Step1: Recall the volume formula for a cube

The volume \(V\) of a cube is given by \(V = \text{side}\times\text{side}\times\text{side}\).

Step2: Substitute the side length \(s\) into the formula

If the side length of the cube (jewelry box) is \(s\), then \(V=s\times s\times s\).
Using the exponent rule \(a\times a\times a=a^{3}\) (where \(a = s\)), we get \(V = s^{3}\).

Answer:

\(s^{3}\)