Cube rectangle formula how to#

cubic centimetre (cu cm) – 1 x 10 -6 m³.cubic millimetre (cu mm) – 1 x 10 -9 m³.cubic micrometre (cu µm) – 1 x 10 -18 m³.

cubic nanometre (cu nm) – 1 x 10 -27 m³.The following conversion factors in cubic metres (m³) are used to convert the calculated volume into different volumetric units: Metric Volumetric Units

The volume is calculated by multiplying together each dimension and then converting it into the selected volumetric units. This is the volume of the rectangular shape which corresponds to the dimensions entered for length, width and height. thousandth of an inch (thou) – 0.0000254 m.The following SI unit conversion factors in metres (m) are used for converting the measurement units specified for length, width and height: SI Metric Prefix Length Units Volume Dimensions – Length, Width & HeightĮnter the measurement of length, width and height for the rectangular shape. The formula used by this calculator to calculate the volume of a rectangular shaped object is: Also a graphic will be shown of a scaled 3D drawing to the correct proportions and labelled with each dimension and calculated volume. Once the measurements have been entered for length, width and height, the calculated volume will be shown in the answer box. There is no need to input values in the same measurement units, just select your preferred units for each dimension and calculated volume. This online tool calculates the volume of a rectangular shaped box, solid or space from the dimensions of length, width and height. Cubic Metres SI Metric Prefix Volumetric Units.Volume Dimensions – Length, Width & Height.Refer to the shapes below for the appropriate volume formula. The formula for calculating volume in cubic yards is different for various shapes. Measurements in various units for a space with the volume of one cubic yard. The table below shows the size of the space equal to one cubic yard in other units. One cubic yard is equivalent to a space that is one yard wide, one yard long, and one yard deep.

Cube rectangle formula how to#

You’ve seen how to calculate them, but you still might be wondering just how much is a cubic yard? To estimate the cost of materials, simply multiply the cubic yardage found above by the price per yard. It is always worthwhile to ask your supplier if they will sell a partial yard of material to both save money and prevent waste. You may need to round up to the nearest yard and order that amount. If you are calculating yardage for a concrete or landscaping project, understand that suppliers may not sell fractions of a yard of material. Next, calculate the volume in cubic feet.įinally, convert the volume in cubic feet to cubic yards. Note that the depth measurement is in inches. Since we already know the space’s dimensions, the next step is to convert all measurements to feet. When in doubt, use a conversion calculator for this step.įor example, let’s calculate the cubic yards for a space that is 12 ft long by 14 ft wide by 9 inches deep. If the volume is rectangular or cubic in shape, multiply the length times the width times the height in feet (l × w × h) to get the volume in cubic feet.įinally, convert the cubic feet measurement to cubic yards by dividing the result by 27, since cubic yards are equal to cubic feet ÷ 27. For instance, you can break up a complicated flower bed into several geometric areas, and then find the cubic yardage of each of those areas first, and finally add them all together. If the volume is a complex shape, it may be simplest to break it up into manageable parts and calculate the volume of each part separately. If measurements are in inches, then be sure to convert to feet. Measure the width, length, and height of the space in feet. The steps to find cubic yards using this method are: To find the cubic yardage of a volume when the dimensions are measured in inches or another unit of measure, first convert all measurements to yards, then perform the multiplication.Ĭubic Yards Formula Using Dimensions in FeetĪnother way to find cubic yards is to take all measurements to feet, then multiply to find the volume in cubic feet, and finally divide the result by 27 to get the volume in cubic yards.