In $Δ A B C$ with fixed length of $B C$ , the internal bisector of angle C meets the side $A B$ at $D$ and meet the circumcircle at $E .$ The maximum value of $C D \times D E$ is

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Δ A B C

with fixed length of

B C

, the internal bisector of angle C meets the side

A B

D

and meet the circumcircle at

E .

The maximum value of

C D \times D E

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Question Text

Δ A B C

with fixed length of

B C

, the internal bisector of angle C meets the side

A B

D

and meet the circumcircle at

E .

The maximum value of

C D \times D E

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