About Perimeter Of A Kite Formula
A kite is a two-dimensional figure made up of two pairs of equal-sized triangles. The circumference of the kite is equal to the total of all of its sides. By adding the sides of each pair, this distance may be computed.
What is the perimeter of a kite formula?
The circumference of the kite is equal to the total of all of its sides. By adding the sides of each pair, this distance may be computed. Maths Formulas List.
The perimeter of kite formula:
The perimeter of a kite is calculated using the formula Perimeter of a Kite = 2(a + b), where a and b are the lengths of the kite's two pairings.
In the following solved instances, we'll see how the perimeter of a kite formula is used.
Examples using the perimeter of a kite formula
Example 1: Find the perimeter a kite is having its equal sides as 12 inches and 15 inches respectively
- Solution:Given: a = 12 inch and b = 15 inch
- From the perimeter of a kite formula:
- Perimeter = 2(a + b)
- Perimeter = 2(12 + 15)
- Perimeter = 2(27)
- Perimeter = 54 inches
Example 2: Findthe perimeter of a kite in the ratio of 3:5. If the smaller side is 24 inches.
- Solution:Given: a = 24 inch and a:b = 3:5
- 24:b = 3:5
- b = 24 × (5/3)
- b = 40 inch
- Using the perimeter of a kite formula:
- Perimeter = 2(a + b)
- Perimeter = 2(24 + 40)
- Perimeter = 2(64)
- Perimeter = 128 inches
Maths Formulas List.
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