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Using relevant formulae the volume and surface area of cuboids, cubes, prisms, cylinders, spheres, cones and composite shapes can be calculated. A cuboid is a 3 dimensional shape. To work out the volume we need to know 3 measurements. Look at this shape. There are 3 different measurements: Length, Width, Height The volume is found using the formula: Volume = Length x Width x Height Which is usually shortened to: V = l x w x h Or more simply: V = lwh In Any Order It doesnt really matter which one is length, width or height, so long as you multiply all three together. The volume is: 10 m x 4 m x 5 m = 200 m3 It also works out the same like this: 4 m x 5 m x 10 m = 200 m3 Note: the result is in m3 (cubic meters) because we have multiplied meters together three times. Try It Yourself geometryimagesvolume-demo.js?mode=cub 861,862, 1946, 1947, 1948, 1949, 3370, 3371, 3372, 3373 Copyright ©️ 2021 MathsIsFun.com * * in ft yd mm cm m = in3 ft3 yd3 mm3 cm3 m3 Your browser does not support the HTML5 canvas tag. This is a calculator that specifically calculates the volume of a cuboid, support metric and imperial units (inches, feet, yards, mm, cm or meter), and volume result can convert to different unit, with calculation formula and dynamic visual cube, it helps us to get answers and understand the results more easily. How to use this calculator ? Input the numbers into blanks of lenght, width and height Accept input decimals or fraction, eg. 2.6, 7.8, 4 12 or 35 Choose the unit of measure you are using (in, ft, yd, mm, cm, m) Choose the unit of result you would like It will automatically calculate the results and react interactively. The result of the calculation will be rounded. How to calculate the volume of a cuboid Cuboid is a solid box whose every surface is a rectangle of same area or different areas. A cuboid will have a length, breadth and height. Volume of a cuboid = (length x breadth x height) cubic units. Rectangle Volume Formula Volume = length x width x height Find the volume of a cuboid of dimensions 14 cm x 12 cm x 8 cm. 14 x 12 x 8 cubic cm. = 1344 cubic cm. Therefore, volume of cuboid = 1344 cubic cm. If we want to convert units of volume into different units, we can convert the units of dimensions to same of volume first, for example, a cube has dimensions of 12.5 in, 14 in and 9.3 in. What is its volume in ft3? 12.5 in = 12.5 12 ft = 1.042 ft 14 in = 14 12 ft = 1.167 ft 9.3 in = 9.3 12 ft = 0.775 ft 1.042 x 1.167 x 0.775 in = 0.94241085 ft3 after rounding, the volum is 0.94 in ft3 Volume calculators What do you think about this calculator ? A cuboid is a box-shaped object. It has six flat faces and all angles are right angles. And all of its faces are rectangles. It is also a prism because it has the same cross-section along a length. In fact it is a rectangular prism. When all three lengths are equal it is called a cube (or hexahedron) and each face is a square. A cube is still a prism and also a cuboid. Visit this page on mobile phone Learn Volume Of Cuboid with tutors mapped to your childs learning needs.30-DAY PROMISE | GET 100% MONEY BACK**T&C ApplyMath worksheets and visual curriculum Are you struggling in math and need help calculating the volume of a cuboid? Do you know the volume but need help finding the measurement of one of the edges? You have come to the right place. Our cuboid volume calculator is easy to use and has a great deal of information that will help you in Mathematics. This article covers: Definition of a cuboid; The volume of a cuboid formula; How to calculate the volume of a cuboid; The number of vertices and edges a cuboid has; and more. A cuboid is a three-dimensional shape that has much in common with your average box 📦. It has six rectangular surfaces. Its height, width, and length have different measurements.🙋 Have you ever wondered how many edges a cuboid has? A cuboid has twelve edges, six faces, and eight vertices. To use our cuboid volume calculator, you simply need to enter the length, width, and height of the given cuboid, and the volume will be calculated for you in real-time. Additionally, you may also enter two of these measurements (say the length and height) along with the volume, and our calculator will calculate the measurement for the unknown side. As a bonus, our calculator also gives you the diagonal of the cuboid. To find the volume of a cuboid, you first need to know the length (l), width(w), and height (h) of the cuboid. We use the following volume of a cuboid formula to calculate the volume of a cuboid:volume=lxwxhsmall extvolume = l x w x hvolume=lxwxhSo if you are given the problem: Find the volume of a cuboid-shaped box whose height, length, and width are 8, 9, and 7 cm, respectively, and calculate the volume. We begin by substituting the values above:volume=8x9x7 cm=504 cm3small eginalign* extvolume &= 8 x 9 x 7 ext cm.5em &= 504 ext cm^3 endalign*volume =8x9x7 cm=504 cm3 Are you interested in similar calculators? Check out the tools below: Rectangular prism calculator; Cuboid surface area; and Cuboid calculator. To find the volume of a cuboid from its length, height, and width, we need to: Get the formula for calculating the volume of a cuboid: volume = l x w x h Substitute the values for length, width, and height, say 5, 4, and 6, respectively. volume = 5 x 4 x 6 Work out the volume: volume = 120 Assuming the cuboids length, width, and volume are 9, 8, and 360 inches, respectively. Using the cuboid volume formula: volume = l x w x h cube units Make h the subject of the formula: h = volume(l x w) cube units Substitute the given values: h = 360(9 x 8) in3 Solve the equation: h = 6 in3

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