Question
Find the area of a kite if the diagonal dimensions are x + 3 and x − 6.
The correct answer is:
(X2 – 3X – 18)/2
We know that area of a kite = ½ x( product of diagonals of the kite)
Dimensions of diagonals = x+3 and x -6
Area= ½ x (X+3) x( X – 6)
= (X2-6X +3X – 18) /2
= (X2 – 3X – 18)/2
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