Perimeter of a Kite Formula
A kite is a 2Dimensional figure consisting of two pairs of triangles of equal size. The sum of all the sides of the kite is called the perimeter of the kite. This distance may be calculated by adding the sides of each pair.
What Is Perimeter of a Kite Formula?
The sum of all the sides of the kite is called the perimeter of the kite. This distance may be calculated by adding the sides of each pair. The perimeter of a Kite Formula can be written as:
Perimeter of a Kite = 2(a+b)
Where,
 a and b = length of the two pairs of the kite
Let us see the applications of the perimeter of a kite formula in the following solved examples.
Solved Examples Using Perimeter of a Kite Formula

Example 1: A kite is having its equal sides as 12 inches and 15 inches respectively. Find its perimeter.
Solution:
To Find: Perimeter of the kite.
Given: a = 12 inch
b = 15 inch
Now, using the perimeter of a kite formula:
Perimeter = 2(a+b)
Perimeter = 2(12+15)
Perimeter = 2(27)
Perimeter = 54 inchesAnswer: Perimeter of the kite is 54 inches.

Example 2: The sides of a kite are in the ratio of 3:5. If the side smaller among them is 24 inches, find its perimeter.
Solution:
To Find: Perimeter of the kite.
Given: a = 24 inch
a:b = 3:5
a:b = 3:5
24:b = 3:5
b = \(24 \times \dfrac{5}{3}\)
b = 40 inch
Now, using the perimeter of a kite formula:
Perimeter = 2(a+b)
Perimeter = 2(24+40)
Perimeter = 2(64)
Perimeter = 128 inchesAnswer: Perimeter of the kite is 128 inches.