For this case we have:
The volume of the aquarium, given by a rectangular prism, is:

Where:
- l: It is the length of the aquarium
- w: It is the width of the aquarium
- h: It's the height of the aquarium
If we want to clear the height of the aquarium, we must divide both sides of the volume equation between l * w, so we have:


Thus, the height of the aquarium is given by:

Answer:
