Formulas for area of a kite

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The area of the triangle ABD = (1/2) × d × \(h_2\)

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The area of the triangle BCD = (1/2) × d × \(h_1\) On calculating the areas of triangles separately,

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In the above figure, we have two triangles BCD and ABD Here, we will see the formulas for areas of parallelogram, square, trapezoid, rectangle, and kite.Īrea of quadrilateral formula when it is divided into separate triangles as shown in the image below: These different types of quadrilaterals are square, rectangle, parallelogram, rhombus, kite, trapezoid, and many more. What are Quadrilateral Area Formulas?ĭifferent quadrilateral area formulas are used for different quadrilaterals depending upon their types. We will learn the quadratic area formulas in the upcoming sections. There are different types of quadrilateral depending upon the properties of different parameters.

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Quadrilateral area formulas are used to calculate the area of a closed figure that has four sides, called a quadrilateral.

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