Pint [pnt] to Cubic foot [ft3] Converter
pnt
ft3
How to Convert Pint to Cubic footCubic foot
1 pnt = 0.016710078056952123 ft3
1 ft3 = 59.844125 pnt
Example: convert 46 pnt to ft3:
46 pnt = 46 x 0.016710078056952123 = 0.7686635906197977 ft3
Pint
Definition: A pint (pnt) is a unit of volume in the Imperial and United States customary systems. There are two types of pints: liquid pints and dry pints, which have slightly different volumes.
History/origin: The pint has historical roots in measuring systems used for selling liquids and dry goods. Its volume has been standardized over time within each system.
Current use: The pint is commonly used for selling liquids like milk, beer, and juice. Dry pints are used less frequently but may appear when selling produce like berries.
Cubic foot
Definition: A cubic foot (symbol: ft3) is a unit of volume in the Imperial and United States customary systems. It is the volume of a cube with sides one foot (0.3048 meters) in length.
History/origin: The cubic foot is derived from the foot, a unit of length that has been used for centuries. Its origins can be traced back to ancient civilizations, with various cultures using different foot lengths. The standardization of the foot, and consequently the cubic foot, occurred over time as measurement systems evolved.
Current use: Cubic feet are commonly used in the United States and the United Kingdom for measuring volumes of various materials, particularly in construction, shipping, and heating/cooling calculations. It is often used for quantifying the volume of spaces, such as rooms or storage containers, and for measuring the amount of gas or liquid being transported.
Pint to Cubic foot Conversion Table
Pint [pnt] | Cubic foot [ft3] |
---|---|
0.01 pnt | 0.00016710078056952123 ft3 |
0.1 pnt | 0.0016710078056952125 ft3 |
1 pnt | 0.016710078056952123 ft3 |
10 pnt | 0.16710078056952124 ft3 |
50 pnt | 0.8355039028476062 ft3 |
100 pnt | 1.6710078056952125 ft3 |
1000 pnt | 16.710078056952124 ft3 |
10000 pnt | 167.10078056952125 ft3 |
Common pairs of Volume