Length, Width & Height to Volume Calculator (2024)

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Contents

User Guide

This online tool calculates the volume of a rectangular shaped box, solid or space from the dimensions of length, width and height. There is no need to input values in the same measurement units, just select your preferred units for 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. Also a graphic will be shown of a scaled 3D drawing to the correct proportions and labelled with each dimension and calculated volume.

Formula

The formula used by this calculator to calculate the volume of a rectangular shaped object is:

V = L · W · H

Symbols

  • V = Volume
  • L = Length
  • W = Width
  • H = Height

Volume Dimensions – Length, Width & Height

Enter the measurement of length, width and height for the rectangular shape.

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

  • quectometre (qm) – 1 x 10-30 m
  • rontometre (rm) – 1 x 10-27 m
  • yoctometre (ym) – 1 x 10-24 m
  • zeptometre (zm) – 1 x 10-21 m
  • attometre (am) – 1 x 10-18 m
  • femtometre (fm) – 1 x 10-15 m
  • picometre (pm) – 1 x 10-12 m
  • nanometre (nm) – 1 x 10-9 m
  • micrometre (µm) – 0.000001 m
  • millimetre (mm) – 0.001 m
  • centimetre (cm) – 0.01 m
  • decimetre (dm) – 0.1 m
  • metre (m) – 1 m
  • decametre (dam) – 10 m
  • hectometre (hm) – 100 m
  • kilometre (km) – 1,000 m
  • megametre (Mm) – 1,000,000 m
  • gigametre (Gm) – 1 x 10+9 m
  • terametre (Tm) – 1 x 10+12 m
  • petametre (Pm) – 1 x 10+15 m
  • exametre (Em) – 1 x 10+18 m
  • zettametre (Zm) – 1 x 10+21 m
  • yottametre (Ym) – 1 x 10+24 m
  • ronnametre (Rm) – 1 x 10+27 m
  • quettametre (Qm) – 1 x 10+30 m

Imperial and US Length Units

  • thousandth of an inch (thou) – 0.0000254 m
  • inch (in) – 0.0254 m
  • foot (ft) – 0.3048 m
  • yard (yd) – 0.9144 m
  • mile (mi) – 1,609.344 m
  • nautical mile (nmi) – 1,852 m

Astronomical Units

  • astronomical unit (au) – 149,597,870,700 m
  • light-year (ly) – 9,460,730,472,580,800 m
  • parsec (pc) – 30,856,775,814,913,672.789… m
  • kiloparsec (kpc) – 3.0856775814913672789… x 10+19 m
  • megaparsec (Mpc) – 3.0856775814913672789… x 10+22 m
  • gigaparsec (Gpc) – 3.0856775814913672789… x 10+25 m

Volume Calculation

This is the volume of the rectangular shape which corresponds to the dimensions entered for length, width and height. The volume is calculated by multiplying together each dimension and then converting it into the selected volumetric units.

The following conversion factors in cubic metres (m³) are used to convert the calculated volume into different volumetric units:

Metric Volumetric Units

  • cubic nanometre (cu nm) – 1 x 10-27
  • cubic micrometre (cu µm) – 1 x 10-18
  • cubic millimetre (cu mm) – 1 x 10-9
  • cubic centimetre (cu cm) – 1 x 10-6
  • millilitre (mL) – 1 x 10-6
  • teaspoon (tsp, metric) – 5 x 10-6
  • dessertspoon (dsp, metric) – 1 x 10-5
  • tablespoon (Tbsp, metric) – 1.5 x 10-5
  • cup (metric) – 2.5 x 10-4
  • litre (L) – 1 x 10-3
  • cubic metre (cu m) – 1 m³
  • kilolitre (kL) – 1 m³
  • megalitre (ML) – 1000 m³
  • cubic kilometre (cu km) – 1 x 10+9

English Imperial Volumetric Units

  • cubic thou (cu thou) –1.6387064 x 10-14
  • teaspoon (tsp, imperial) – 5.91938802083… x 10-6
  • dessertspoon (dsp, imperial) – 1.18387760416… x 10-5
  • cubic inch (cu in) – 1.6387064 x 10-5
  • tablespoon (Tbsp, imperial) – 1.77581640625 x 10-5
  • fluid ounce (fl oz, imperial) – 2.84130625 x 10-5
  • cups (imperial)- 2.84130625 x 10-4
  • pint (pt, imperial) – 5.6826125 x 10-4
  • quart (qt, imperial) – 1.1365225 x 10-3
  • gallon (gal, imperial) – 4.54609 x 10-3
  • cubic foot (cu ft) – 0.028316846592 m³
  • cubic yard (cu yd) – 0.764554857984 m³
  • cubic mile (cu mi) – 4168181825.440579584 m³
  • cubic nautical mile (cu nmi) – 6352182208 m³

US Volumetric Units

  • cubic thou (cu thou) –1.6387064 x 10-14
  • teaspoon (tsp, usa) – 4.92892159375 x 10-6
  • dessertspoon (dsp, usa) – 9.8578431875 x 10-6
  • tablespoon (Tbsp, usa) – 1.478676478125 x 10-5
  • cubic inch (cu in) – 1.6387064 x 10-5
  • fluid ounce (fl oz, usa) – 2.95735295625 x 10-5
  • cup (usa) – 2.365882365 x 10-4
  • pint (pt, usa liquid) – 4.73176473 x 10-4
  • quart (qt, usa liquid) – 9.46352946 x 10-4
  • gallon (gal, usa liquid) – 3.785411784 x 10-3
  • cubic foot (cu ft) – 0.028316846592 m³
  • barrel (bbl, oil) – 0.158987294928 m³
  • cubic yard (cu yd) – 0.764554857984 m³
  • cubic mile (cu mi) – 4168181825.440579584 m³
  • cubic nautical mile (cu nmi) – 6352182208 m³

Litres Metric Prefix Volumetric Units

  • quectolitre (qL) – 1 x 10-33
  • rontolitre (rL) – 1 x 10-30
  • yoctolitre (yL) – 1 x 10-27
  • zeptolitre (zL) – 1 x 10-24
  • attolitre (aL) – 1 x 10-21
  • femtolitre (fL) – 1 x 10-18
  • picolitre (pL) – 1 x 10-15
  • nanolitre (sqnL) – 1 x 10-12
  • microlitre (sqµL) – 1 x 10-9
  • millilitre (sqmL) – 0.000001m³
  • centilitre (sqcL) – 0.00001m³
  • decilitre (dL) – 0.0001 m³
  • litre (sqL) – 0.001m²
  • decalitre (daL) – 0.01 m³
  • hectolitre (hL) – 0.1 m³
  • kilolitre (sqkL) – 1m³
  • megalitre (ML) – 1,000 m³
  • gigalitre (GL) – 1,000,000 m³
  • teralitre (TL) – 1 x 10+9
  • petalitre (PL) – 1 x 10+12
  • exalitre (EL) – 1 x 10+15
  • zettalitre (ZL) – 1 x 10+18
  • yottalitre (YL) – 1 x 10+21
  • ronnalitre (RL) – 1 x 10+24
  • quettalitre (QL) – 1 x 10+27

Cubic Metres SI Metric Prefix Volumetric Units

  • cubic quectometre (cu qm) – 1 x 10-90
  • cubic rontometre (cu rm) – 1 x 10-81
  • cubic yoctometre (cu ym) – 1 x 10-72
  • cubic zeptometre (cu zm) – 1 x 10-63
  • cubic attometre (cu am) – 1 x 10-54
  • cubic femtometre (cu fm) – 1 x 10-45
  • cubic picometre (cu pm) – 1 x 10-36
  • cubic nanometre (cunm) – 1 x 10-27
  • cubicmicrometre (cuµm) – 1 x 10-18
  • cubicmillimetre (cumm) – 1 x 10-9
  • cubiccentimetre (cucm) – 0.000001m³
  • cubic decimetre (cu dm) – 0.001 m³
  • cubicmetre (cum) – 1m³
  • cubic decametre (cu dam) – 1000 m³
  • cubic hectometre (cu hm) – 1,000,000 m³
  • cubickilometre (cukm) – 1 x 10+9
  • cubic megametre (cu Mm) – 1 x 10+18
  • cubic gigametre (cu Gm) – 1 x 10+27
  • cubic terametre (cu Tm) – 1 x 10+36
  • cubic petametre (cu Pm) – 1 x 10+45
  • cubic exametre (cu Em) – 1 x 10+54
  • cubic zettametre (cu Zm) – 1 x 10+63
  • cubic yottametre (cu Ym) – 1 x 10+72
  • cubic ronnametre (cu Rm) – 1 x 10+81 m
  • cubic quettametre (cu Qm) – 1 x 10+90 m

Cubic Astronomical Units

  • cubic astronomical unit (cu au) – 3.347928975810748964239359243 x 10+33
  • cubic light-year (cu ly) – 8.4678666462371516595551248694562 x 10+47
  • cubic parsec (cu pc) – 2.937998946096347255544756436543… x 10+49
  • cubic kiloparsec (cu kpc) – 2.937998946096347255544756436543… x 10+58
  • cubic megaparsec (cu Mpc) – 2.937998946096347255544756436543… x 10+67
  • cubic gigaparsec (cu Gpc) – 2.937998946096347255544756436543… x 10+76

Applications

Use this length x widthx height calculator to determine the volumein the following applications:

  • Volume of package to be dispatched to add to shipping paperwork
  • Gravel volumerequired to fill a path, car park or driveway.
  • Rectangular storage tank capacity.
  • Car, truck or van load space volume capacity.
  • Car load volume to move storage.
  • Maximum volume capacity a water tank will hold.
  • How much fuel is required to fill a tank.
  • Size of bund required to contain leaks and spillages from IBC containers.
  • Number of bags required for each material for a building project.
  • Quantityof soil required to fill a planter box.
  • Amount of water required to fill a fish tank/aquarium.
  • Fillcapacity for a pond.
  • Warehouse room storage capacity from dimensions.
  • IBC volume capacity.
  • Swimming pool fill volume.
  • Luggage space possible inside a suitcase.
  • Cement mix required to fill foundations/footings.
  • Pickup truck bed volume capacity.
  • Audio speaker enclosure volume.
  • Trough capacity for feeding animals.
  • Garden shed, Sunhouse or Greenhouse cement pad volume.

Help

25 x 10 x 12 inch tank in US gallons

How many US gallons will a 10 inchs wide 12 inchs high and 25 inchs long tank hold?

Assuming internal dimensions or no wall thickness, the volume of the tank is 12.987013 US Gallons.

Length, Width & Height to Volume Calculator (1)

Length, Width & Height to Volume Calculator (2024)

FAQs

How to calculate volume with length, width, and height? ›

To find the volume of a box, simply multiply length, width, and height — and you're good to go! For example, if a box is 5×7×2 cm, then the volume of a box is 70 cubic centimeters. For dimensions that are relatively small whole numbers, calculating volume by hand is easy.

How to identify the length width and height then find the volume? ›

Length x Width x Height

The length width and height are usually used together to find the volume of a geometrical figure like a rectangular prism which is also known as a cuboid. When we multiply the length, width, and height of a cuboid, we get its volume. This means, Length x Width x Height = Volume of Cuboid.

How to calculate volume with 3 measurements? ›

In math, volume is the amount of space in a certain 3D object. For instance, a fish tank has 3 feet in length, 1 foot in width and two feet in height. To find the volume, you multiply length times width times height, which is 3x1x2, which equals six. So the volume of the fish tank is 6 cubic feet.

How to find the height of a box given the length and width and volume? ›

If the box given is a rectangular box or a cuboid we can simply find out its height by dividing the volume of the box by-product of length and breadth. As the volume formula for cuboids is length × breadth × height.

What is the formula for calculating volume? ›

Height × width × length= volume

If the height, width and length are measured in cm, the answer will be cm³.

How to calculate how many items will fit in a box? ›

Calculate the Volume of the Box: Multiply length by width by height. Determine Packing Method: Arrange items efficiently—consider stacking, layering, or side-by-side arrangement.

How do you calculate volume manually? ›

Whereas the basic formula for the area of a rectangular shape is length × width, the basic formula for volume is length × width × height. How you refer to the different dimensions does not change the calculation: you may, for example, use 'depth' instead of 'height'.

What is the best way to measure volume? ›

The three most common methods for measuring volume are as follows:
  1. Measurement using Archimedes' principle.
  2. Measurement using a laser volumeter.
  3. Measurement using an acoustic volumeter.

What 3 things can be used to measure volume? ›

Instruments for Measuring Volume
  • Erlenmeyer Flasks. These flasks have a narrow, cylindrical neck and a conical base with a flat bottom. ...
  • Florence Flasks. ...
  • Beakers. ...
  • Graduated Cylinders. ...
  • Volumetric Flasks. ...
  • Burettes. ...
  • Pipettes.
Nov 11, 2021

What is the formula for length, width, and height? ›

Length×Width×Height

The volume of a cuboid is equal to the multiplication of its length, breadth, and height. In other words, if we multiply all three dimensions together, we get the volume of a cuboid or any rectangular box. Mathematically, Volume of a Rectangular Prism (cuboid) or a Box = Length × Width × Height.

How to calculate area with length, width, and height? ›

To find the area of a rectangle, you need to know the width and height of the rectangle. To find the width, multiply the length of one side by the length of the other side. To find the height, multiply the width by the height. The formula for finding the area of a rectangle is: Area = width x height.

How to find the height of a rectangle with length and width? ›

The formula for area is length times width. The formula for volume is base times width times height. Or area times height. To find the height, divide the volume by the product of base and width.

What is l * w * h? ›

When you see the dimensions of an object listed as “length x width x height,” it is referring to the measurement of that object in three-dimensional space. The length is always the longest side, the width is always the middle side, and the height is always the shortest side.

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