![15.2 cm^3](/tpl/images/0547/9519/2ed43.png)
Explanation:
The volume of an object with irregular shape can be measured by placing the object into a graduated cylinder filled with water, and by measuring the change in volume of the water: the change in volume of the water is equal to the volume of the rock.
In this case, we have:
Initial volume of water, before the rock is placed inside the water: 13.7 mL
Final volume of water, after the rock is placed inside the water: 28.9 mL
Therefore, the change in volume of the water is:
![V=28.9 mL - 13.7 mL =15.2 mL](/tpl/images/0547/9519/1f6b9.png)
And since we have the following equivalence:
![1 mL = 1 cm^3](/tpl/images/0547/9519/0bfbc.png)
Then it means that the volume of the rock is:
![V=15.2 cm^3](/tpl/images/0547/9519/8fa8b.png)