The volume of a straight parallelepiped is 3.15m3, length 3.75m and width 6dm. Find its height.

Let’s find out how many square meters the base area of our rectangular parallelepiped will be determined, if from the condition of the problem we know that its length is 3.75 meters, and its width is 6 decimeters:

6 dm = 0.6 m;

3.75 * 0.6 = 2.25.

Let’s find out how many square meters the height of our rectangular parallelepiped will be determined, if from the condition of the problem we know that its volume is 3.15 m3:

3.15: 2.25 = 1.4.

Answer: The height of the figure will be 1.4 meters.