![]() ![]() How about letting you define the height in inches and the radius in nanometers? The calculator will perform even this unit conversion and show the steps. We either convert the height to meters and calculate the volume in cubic meters or convert the radius to centimeters and find the volume in cubic centimeters. Therefore, we usually convert all measurements to the same unit to make calculations easier.įor example, consider calculating the volume of a cylinder with a height of 75 cm and a radius of 0.5 m. If we use formulas to calculate volume, we must work with a homogeneous units of measure. The user has the freedom to choose between the following units: The volume calculator supports two measurement systems: the Metric System, the Imperial and US Customary Units. On the other hand, the user is free to specify the unit that best fits their application. However, some small objects' volumes can be written in smaller units, such as cubic centimeters cm³ or cubic millimeters mm³ if the object is too small. The SI (International System of Units) volume unit is cubic meter m³. For uniformity, we require a standardized set of measurement units, known as standard units. To improve the reliability and accuracy of our judgment, we need a standard unit of measurement. ![]() This article will provide a simple but sufficient explanation of the volume and volume formula calculator with real examples. Moreover, the calculator shows the formula and a step-by-step calculation process. The volume calculator supports multiple measurements when calculating volume. Volume calculation is used in various disciplines of science and mathematics. Instead of thinking of the space the water container occupies in our garage, we can think of the capacity or the amount of water the container can store. Volume can also refer to the capacity of the object. We can define volume as the space occupied by an object. One can think of the space our cell phone occupies when placed on the table, a water storage container placed in the neighborhood, or simply a football on a court. Every solid three-dimensional object occupies some space. ![]()
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