If the given diagram, BD is the bisector of,if, then which one of the statements is not correct?

Triangles ABD and DBE are similar

\[Area\text{ }ABD\text{ }:\text{ }Area\text{ }DBE=A{{B}^{2}}:B{{D}^{2}}\]

If the given diagram, BD is the bisector of,if, then which one of the

1.	If the given diagram, BD is the bisector of,if, then which one of the statements is not correct?
A.	Triangles ABD and DBE are similar
B.	\[Area\text{ }ABD\text{ }:\text{ }Area\text{ }DBE=A{{B}^{2}}:B{{D}^{2}}\]
C.	\[AB\times BE=B{{D}^{2}}\]
D.	\[AB\times DE=AD\times BE\]
Answer» E.

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If the given diagram, BD is the bisector of,if, then which one of the statements is not correct?

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