The volume of the container, which has the shape of a rectangular parallelepiped, is 9.1 m3.

The volume of the container, which has the shape of a rectangular parallelepiped, is 9.1 m3. Find the height of the container if the bottom area is 2.6 m2.

Volume – 9.1 m ^ 3.
The bottom area is 2.6 m ^ 2.
Determine the height of the container. For this we use the following formula. We write down the solution.
V = a × b × c.
S = a × b.
V = S × c.
We find the height of the container.
s = V / S = 9.1 m ^ 3 ÷ 2.6 m ^ 2 = 3.5 m.
This means that the height of this container is 3.5 meters.
Answer: The height of the container is 3.5 meters.