This chart shows the volumes of four different objects.
A 4-column table with 2 rows titled volumes of four objects. The first row has entries Object 1, Object 2, Object 3, Object 4. The second row has entries 6 centimeters cubed, 8 centimeters cubed, 3 centimeters cubed, 14 centimeters cubed.
If the objects all have the same mass, which object is the most dense?
Object 1
Object 2
Object 3
Object 4
The most dense object would be Object 4, as it has the largest volume compared to the other objects. Density is equal to mass divided by volume, and since the mass is the same for all objects, the one with the smallest volume would have the highest density.
To calculate density, we need to divide the mass of an object by its volume. Since the mass is the same for all objects in this case, we can determine the density just by comparing their volumes. The object with the highest volume will have the lowest density.
Looking at the given volumes:
Object 1: 6 centimeters cubed
Object 2: 8 centimeters cubed
Object 3: 3 centimeters cubed
Object 4: 14 centimeters cubed
Among the objects, Object 4 has the highest volume of 14 centimeters cubed. Therefore, Object 4 is the least dense. In contrast, Object 3 has the lowest volume of 3 centimeters cubed, making it the most dense among the four objects.