![]() ![]() Similarly, the chart for the conversion of cubic units can be presented as – We start with 1 millimetre which we represent as 1 mm. ![]() Length ( feet ) x width ( feet ) x height ( feet ) / 35.315 = cubic meters ( m³ ) The above stated relations between units can also be presented in the form of a table as – Length ( feet ) x width ( feet ) x height ( feet ) = cubic feet ( ft³ ) ![]() Length ( inches ) x width ( inches ) x height ( inches ) / 61,023.8 = cubic meters ( m³ ) Length ( inches ) x width ( inches ) x height ( inches ) = cubic inches ( in³ ) Length ( mm ) x width ( mm ) x height ( mm ) / 1,000,000,000 = cubic meters ( m³ ) Length ( mm ) x width ( mm ) x height ( mm ) = cubic millimetres ( mm³ ) Length ( cm ) x width ( cm ) x height ( cm ) / 1,000,000 = cubic metres ( m³ ) Length ( c m) x width ( cm ) x height ( cm ) = cubic centimetres ( cm³ ) Length ( meters ) x width ( meters ) x height ( meters ) = cubic meters ( m³ ) below we have the cubic metre formula for different units Now, let us see how these units can be converted from one metric to another when in cubic form. 1 millimetre = 0.1 centimetres = 0.001 metre.The following are the relationships between various metrics of length – Let us now learn about the relationship between various metrics of length. So, what are these units and how are they related to each other. In other words, the metric system can be defined as a system of measurement that uses the litre, metre, and gram as base units of metric length (distance), capacity (volume), and weight (mass) respectively.īut for smaller quantities, we have other units such as centimetres, inches etc. The system that defines these different metrics is known as the metric system. We have different types of metrics depending upon the length of a 3 dimensional object. How is volume measured in the various metrics? Let us find out. It is the amount of capacity/space a substance contains, or the space it can hold. We know that volume is a three-dimensional quantity. A Cubic foot is one of the units in which we can measure the volume of a 3 dimensional object. Volume of a cuboid = length x breadth x height = l x b x h unit 3 This means that, if l is the length of a cuboid, b is the breadth and h is the height, then, Volume of a cuboid = length x breadth x height unit 3 Similarly, a cubic inch is a measure of volume that is equal to a cube with width length and height are all 1 inch. We know that 3 Dimensional shapes such as a cuboid have three dimensions, namely, length, breadth and height. ft The same can be verified through the cubic feet calculator as shown below –Ĭubic feet as the name suggests is a unit of volume of a 3 dimensional shape. Now, if we wish to convert the result in ft, we will have to use the relation, Volume of the cuboid = length x breadth x height = 4 cm x 2 cm x 6 cm = 48 cu. now, if we go as per the formula, the volume will be ![]() For instance, we wish to find the volume of a cuboid having length 4 cm, breadth 2 cm and height of 6 cm.
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