Problem :
Let $ABC$ be a equilateral triangle
$C$ : circumscribed circle of $ABC$
$M$ point in arc $AB$ , $M≠B$
$D$ point in $[BM]$ such : $AD=AM$
Prove that :
$MB=MA+MC$
Can you give me some hints or idea to approach it ?

Problem :
Let $ABC$ be a equilateral triangle
$C$ : circumscribed circle of $ABC$
$M$ point in arc $AB$ , $M≠B$
$D$ point in $[BM]$ such : $AD=AM$
Prove that :
$MB=MA+MC$
Can you give me some hints or idea to approach it ?

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