Which equation describes the mass of an object in relation to its volume and density? (1 point) \( m=\frac{V}{D} \) \( m=D+V \) \( m=\frac{D}{V} \) \( m=D \times V \)

Did you know that the equation \( m = D \times V \) is a fundamental principle in physics? It tells us that mass (m) is the product of an object's density (D) and its volume (V). This relationship is important in various fields, from engineering to environmental science, as it helps predict how substances will behave under different conditions. In practice, if you're ever trying to measure how much a given material weighs, just know that knowing the density and volume is all you need! For example, if you have a metal cube that's 2 cm on each side, you can calculate its volume, multiply that by the metal’s density, and voilà—you've got your mass!