The kite diagonals theorem represent the angle value of AD is 4 and CB is 6.
Vertex angles are the angles formed by congruent sides. Non-vertex angles make up the remaining angles. Theorem: A kite's non-vertex angles coincide. Theorem: The angle bisector for both angles is the diagonal through the vertex angles. The diagonals of a kite are parallel, according to the Kite Diagonals Theorem.
AB = 3x+12
CB=5x
DC=7y-6
AD= 11y-22
AB=CB =3x+12=5x
=12=2x
X = 12/2 =6
Therefore CB = 6
AD= CD= 11y-22= 7y-6
4y=16
Y= 16/4 =4
AD =4
Hence, the kite diagonals theorem represent the angle value is AD=4 and CB=6.
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