Calculate the volume of common shapes using a volume calculator

Calculate the volume of common shapes using a volume calculator

How will you find the volume of a rectangle vs the volume of a box?

Welcome to, your reliable source for a wide range of calculators to simplify your calculations. When it comes to determining the volume of three-dimensional shapes like boxes, our Volume calculator at is the perfect tool to streamline your calculations. Say goodbye to complex formulas and let our volume calculator handle the math for you. Start calculating volumes effortlessly with today.

How will you use the volume calculator?

  • Select the 3D shape type to calculate the volume of specially dedicated calculators.
  • Choose the right section of the volume calculator
  • Type the given data in the required boxes
  • Finally, the volume of a chosen shape is displayed.

How do you calculate volume?

Volume can be calculated based on using different formulas. Some of them are listed below:
Cube volume = side3
Cuboid volume = length x width x height
Sphere volume = (4/3) x π x radius3
Cylinder volume = π x radius2 x height
Cone volume = (1/3) x π x radius2 x height
Pyramid volume = (1/3) x base area x height

How to calculate the volume of a cylinder?

The volume formula for a cylinder is height x π x (diameter / 22), where diameter/2 is the radius of the base (d=2 x r).
Cylinder volume = π x radius2 x height
You need two measurements: the cylinder's height and base diameter. In real-world situations, it is easier to measure the diameter by trying to pinpoint the midpoint of the circular base so you can measure the radius. The Volume calculator requires you to insert the diameter of the base. The diameter of the base's surface area can be calculated, and to get the volume, multiply it by cylinder height.

What is the use of a calculator?

The calculator estimates the total capacity of filled volumes in gallons and liters of tanks. Actual fill volumes may differ where tank calculations are based on tank geometries. The exact geometries of solid shapes such as circles, cylinders, and spheres calculate tank shapes. Actual water and oil tanks may not be perfect geometric shapes. These calculations should be considered estimates.

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