How to find the area of a cuboid?

To find the area of a cuboid, you can use the following method: add the areas of the three faces that make up the cuboid (the base, height and length), and then add the sum of the areas of the four corners. This will give you the total area of the cuboid.

How to find the volume of a cuboid?

The area of a cuboid is equal to its volume multiplied by its length. That means the area of a rectangular cuboid with width w, height h and length l is equal to w2 × h × l. The area of a rectangular cuboid with the same width, height and length but with a different orientation is equal to length × width × height multiplied by the length, width or height of a unit cube. That means the area of a cuboid with length l, width w and

How to find the area of a cube?

A unit cube has six faces, four that are triangles and two that are square. If you want to calculate the surface area of a cube, you just need to add up the areas of the faces. Use the following formula: A = 6 × sum i = 1 n base area × i height of each face. The sum is the sum of the areas of the four triangles that form the base of the cube. And the product of the six faces is the area of

Find volume of a cuboid with given sides?

This problem can be solved in two ways: one by using the Pythagorean Theorem, and the other by multiplying the length of each side with the area of a square. Let each of the three sides of the cuboid have length x, and the area of the square be A. Thus, the volume of the cuboid is x^3 A. Using this method will result in an answer that is the cube of the length of each side. To find the length of each side,

How to find area of a cuboid with given sides?

If you have the lengths of the sides known, then the area is easily calculated. If you don’t have the length of any of the sides, you can use the Pythagorean Theorem. Using this method, you can find the area of a cube with given length of one side.