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- Oz to ml(convert fluid ounces into milliliters)
- Volume of a cuboid calculator: calculate the volume of a rectangular prism
- Volume of a sphere calculator: calculate the volume of a sphere

This is a calculator that specifically calculates the volume of a cuboid, support metric and imperial units (inches, feet, yards, mm, cm or meter), and volume result can convert to different unit, with calculation formula and dynamic visual cube, it helps us to get answers and understand the results more easily.

- Input the numbers into blanks of length, width and height
- Accept input decimals or fraction, eg. 2.6, 7.8, 4 1/2 or 3/5
- Choose the unit of measure you are using (in, ft, yd, mm, cm, m)
- Choose the unit of result you would like
- It will automatically calculate the results and react interactively.
- The result of the calculation will be rounded.

Cuboid is a solid box whose every surface is a rectangle of same area or different areas.

A cuboid will have a length, breadth and height.

Volume of a cuboid = (length × breadth × height) cubic units.

Volume = length × width × height

Find the volume of a cuboid of dimensions 14 cm × 12 cm × 8 cm.

14 × 12 × 8 cubic cm.

= 1344 cubic cm.

Therefore, volume of cuboid = 1344 cubic cm.

= 1344 cubic cm.

Therefore, volume of cuboid = 1344 cubic cm.

If we want to convert units of volume into different units, we can convert the units of dimensions to same of volume first,

for example,

a cube has dimensions of 12.5 in, 14 in and 9.3 in.

What is it's volume in ft³?

12.5 in = 12.5 ÷ 12 ft = 1.042 ft

14 in = 14 ÷ 12 ft = 1.167 ft

9.3 in = 9.3 ÷ 12 ft = 0.775 ft

1.042 × 1.167 × 0.775 in = 0.94241085 ft³

after rounding, the volume is 0.94 in ft³

14 in = 14 ÷ 12 ft = 1.167 ft

9.3 in = 9.3 ÷ 12 ft = 0.775 ft

1.042 × 1.167 × 0.775 in = 0.94241085 ft³

after rounding, the volume is 0.94 in ft³

A**cuboid**is a box-shaped object. It has six flat faces and all angles are right angles. And all of its faces are rectangles. It is also a prism because it has the same cross-section along a length. In fact it is a rectangular prism.

When all three lengths are equal it is called a**cube**(or hexahedron) and each face is a square. A cube is still a prism and also a cuboid.