The online calculator can also help in finding the volume, diagonal and surface area.
A cube is a regular solid formed by six square faces, six right-angle triangles, and twelve edges. A cube can also be said to be a cuboid, or a rectangular box. The length, width, and height of a cube are equal to the length of its edges, which means that it is a perfectly symmetrical shape. The volume of a cube is equal to the volume of the cube's six faces.
◉ Cube is a 3 dimensional geometric shape. A cube has six square faces, all the same size. The cube is the only regular polyhedron with 6 faces. A cube can be hollow or solid. For example, a cube whose edge is 1 unit long has a volume of 1×1×1=1 cubic units.
◉ Knowing the volume of a box can be quite useful in certain situations. For example, when you're packing for a move. Maybe you need to know how much space is needed for your things in a storage unit or how many boxes you need to pack for a camping trip. Whatever the reason, it's helpful to know that there are several ways to measure the volume of a box. For example, you can measure the volume using the length, width, height, depth or diagonal of the box. The best way to measure the volume of a container is to use the container's dimensions. If you know the dimensions of the box, you can figure out the volume of the box with this calculator.
◉ Cube calculator is a tool that helps you to calculate the volume of a cube . Cube calculator is a tool that helps you to calculate the surface area for a cube, which is the sum of the areas of the six sides of a cube. A cube is a six-sided solid object. It has six sides, all of the same size. If you have a cube, you can find out how much space is inside it. You can also find out how much of the outside surface of the cube is area. Please note that the area of the sides are not included in the surface area of the cube.
Enter only the side length of a cube in the proper box and then press the "Calculate" key, you will see the volume of the cube calculated in a box to its right with a formula being used. However, if you want to enter a new value for a different volume, first clear the old value out of that box and then enter your new volume.
|cube side(Unit)||Diagonal||Volume||Surface area|
Example.1:-Cube side = 15 cm , find volume of cube, diagonal of cube and total surface area
Diagonal of cube = a√3 = 25.981 cm
Volume of cube = a³ = 3375 cm³
Curved surface area = 4a² = 900 cm²
Total surface area = 6a² = 1350 cm²