Surface Area Of A Cube Formula
Surface Area Of A Cube Formula
All six faces of the cube comprise its surface area. A cube’s total surface area can be calculated by adding up the areas of its two bases and four lateral faces. Three-dimensional solid figures consisting of square faces are known as cubes.
What is the Surface Area of Cube?
The surface area of the cube is the sum of the areas of the bases and the lateral surfaces. Due to the fact that all six faces of the cube are squares of the same dimensions, the total surface area of the cube is the surface area of one face multiplied by six. The surface area of a cube is measured in a number of square units (square centimetres, square inches, square feet, etc.). There are two types of surfaces:
- Lateral surface area
- Total surface area
Surface Area of Cube Formula
All six faces of a cube make up the total surface area of the cube. In order to calculate a cube’s TSA, one needs to add up the areas of all six faces. An object’s lateral surface area is the total area covered by its sides, or lateral faces. LSA is calculated by summing the areas of these four faces.
Total Surface Area of Cube Formula
To determine the area occupied by the six surfaces of the cube, one may use the formula for the total surface area of the cube. A cube’s TSA is calculated by multiplying it’s square by 6. Therefore, the formula for the surface area of a cube with side length “a” is “6a2”.
Lateral Surface Area of Cube Formula
To find the area occupied by the four lateral, or side, surfaces of the cube, one uses the formula for the lateral surface area.
LSA is calculated by multiplying the square of the cube’s side length by 4. Thus, the formula for the lateral surface area of a cube with side length “a” is “4a2”.
How to Find Surface Area of Cube?
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Surface Area of Cube Examples
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