Calculate rectangular tank volume how to#

What is the Filled Volume of a Rectangular Tank? The shape of a rectangular tank is that of a rectangle or cuboidal. The volume of a rectangular tank is the capacity of the rectangular tank, which signifies the amount of any liquid or conditionally any material it can hold or the amount of liquid that can be immersed in it. Therefore, the volume of the rectangular tank is 1200 unit 3 and the filled volume of the rectangular tank is 800 unit 3.įAQs on Volume of Rectangular Tank What is the Volume of the Rectangular Tank? The filled volume of the tank is V(fill) = l × w × f Solution: Given the dimensions of the rectangular tank are, 20 units × 10 units × 6 units and f = 4 unitsĪs we know, the volume of rectangular tank is V = l × b × h Step 4: Represent the final answer in cubic units.Įxample: What is the volume of the rectangular tank and filled volume of the rectangular tank if the dimensions of the rectangular tank are 20 units × 10 units × 6 units and it is filled to a height of 4 units.Step 3: The filled volume of the tank can be calculated using the formula = l × w × f.Step 2: Find the volume using the formula = l × b × h.Step 1: Identify the length, breadth, and height of the rectangular tank.Thus, we follow the steps shown below to find the volume of the rectangular tank. The filled volume of a rectangular tank is given as V(fill) = l × b × f The volume of rectangular tank = Volume of cuboid formed by stacked sheets The volume of a rectangular tank can thus be calculated as, H = Height of the tank = Height of the stacked sheets L = Length of the base = Length of the rectangular sheetī = Breadth of the base = Breadth of the rectangular sheet The dimensions of this cuboid can be given as: Let us compare this structure with a stack of sheets. The structure of a rectangular tank is very similar to that of a cuboid.

Calculate rectangular tank volume how to#

How To Find the Volume of Rectangular Tank?īefore starting with the volume of the rectangular tank, let us first understand the concept of volume.