Your critical thinking skills we be tested in the next lesson. We hope that your are coping up with this last lesson! The next lesson is abou proving certain quadrilaterals such as rectangles, rhombus, isosceles trapezoid, etc. Those are the two theorems that are needed to be memorized regarding with the properties of kites. Is the a rea of the kite ROPE = 1/2 ( OE )( PR )? Yes, because according to theorem 11, the area of a kite is half the product of the lengths of its diagonals. The area of a kite is half the product of the lengths of its diagonals.Is WR is the perpendicular bisector of OD? Yes, because according to theorem 10, the perpendicular bisector of at least one diagonal is the other diagonal. In a kite, the perpendicular bisector of at least one diagonal is the other diagonal.A few examples: From the definition, a kite is the only quadrilateral that we have discussed that could be concave, as with the case of the last kite. Kite: A quadrilateral with two sets of adjacent congruent sides. Like you might think, it looks like a traditional kite that is flown in the air. It is necessary to memorize these theorems because it will be needed when you will write or two-column proof about proving or the theorems will be needed in solving computations regarding the lesson. The last quadrilateral we will study is a kite. The following are the theorems or properties related to kites. The pretest helped you discover the following theorems related to kites.
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