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area of special quadrilaterals breaking special quadrilaterals into rec…

Question

area of special quadrilaterals breaking special quadrilaterals into rectangle triangles a kite was broken into two triangles. 16 cm 10 cm the height of the triangle h is 8 cm.

Explanation:

Step1: Analyze the relationship between the kite and the triangles

The kite is broken into two triangles. The total height of the kite is \(16\) cm. Since the two triangles are formed from the kite, the height \(h\) of each triangle is half of the total height of the kite.

Step2: Calculate the height \(h\)

We use the formula \(h=\frac{16}{2}\).

Answer:

\(8\)