#Section properties of a rectangle tv#

A rectangle is a type of quadrilateral.The important properties of the rectangle are listed below. The perimeter of the rectangle = 2 ( l + b) Rectangle PropertiesĪ rectangle has many properties used in geometry and other applications through which it is specified. It is expressed in terms of units of length like m, cm, or mm.Ĭonsider a rectangle ABCD as shown above whose length is l and width is b then the perimeter of the rectangle ABCD is represented by The perimeter of a rectangle is a linear measurement of its outer sides and then it is added to get the value of a parameter of the rectangle. It is twice the sum of the length and breadth of the rectangle. The perimeter of a rectangle is the total distance of its outer boundaries. Then the formula of rectangle area can be represented as:Ī = L × W square units Rectangle Perimeter Formula Let the length of the rectangle be L, breadth be W and the area of a rectangle is A. The formula of the area of a rectangle is the multiplication of the magnitude of length and breadth of the rectangle. The formula to calculate the area of a rectangle is discussed above in detail. or Area of rectangle = √ (Diagonal)^2 – (Width)^2 × width.Area of rectangle = length × √(Diagonal)^2 – (Length)^2.We know that the area of a rectangle is the product of length and breadth.The area of a rectangle can also be determined through diagonals as discussed below The area of a rectangle is represented in square units.Ī = l × b square units Rectangle Area Using diagonals Consider the length of a rectangle is l, the breadth of a rectangle is b, the d area of a rectangle is represented by A then the formula to calculate the area of a rectangle is the product of length and breadth. The rectangle area can be calculated by the product of length and breadth. The area of the rectangle is the space occupied inside the outer boundary of the rectangle. We observe many rectangular shapes such as walls, boxes, tables, beds, computer/laptop screens, etc. The opposite sides of the rectangle are equal and parallel to each other and it has four internal angles which are equal to 90°. mm.Īs we discussed already, the rectangle is a two-dimensional closed figure having four sides. The area of a rectangle is represented in terms of square units sq.

The area of the rectangle can be found using the formula shine below. The area of a rectangle depends on only two parameters like length and breadth. We can take the example of many rectangular objects like books, tables, laptop screens, CPUs, etc. In our daily life, we observe many rectangular objects, and the need of finding their areas is also required. Mathematically, the number of unit squares placed inside the rectangle gives the area of a rectangle. The area of a rectangle is the amount of space occupied inside the four sides. In the above figure, a rectangle ABCD is shown having sides in which the length of sides AB = CD = l, AD = BC = b, and AD || BC, AB || CD. You can observe the rectangle its sides and angles in the figure shown below. In a rectangle, all the four internal angles are 90°. The opposite sides see parallel that they never meet with each other. Rectangle DefinitionĪ rectangle is defined as any two-dimensional closed figure having four sides and the opposite sides and angles are equal. In this article, we will discuss the rectangle, its properties, the area of a rectangle, formulas, the perimeter of a rectangle, and some solved examples based on it to make a clear understanding of the concepts of the rectangle.

#Section properties of a rectangle tv#

In our daily life, we observe and use various rectangular-shaped objects such as Tables, books, boxes, Mobile phones, walls, Cricket pitches, TV or Computer Screens, furniture, beds, Almirah, Doors, etc. The longest side of the rectangle is considered as a length while the shortest side is taken as width. The rectangular object is specified based on two parameters i.e. It is defined as a type of quadrilateral having four sides and opposite sides and angles are equal and parallel to each other. The opposite sides and angles have an equal measure. A rectangle is a two-dimensional plane figure having four sides and four internal angles.