Question 141
Points $K$ and $L$ are marked on the side $AB$ of the triangle $ABC$ so that $\angle ACK = \angle KCL = \angle LCB$. Point $M$ is marked on the side $BC$ so that $\angle MKC = \angle BKM$.
Find the value of $\angle MLC$, if $ML$ is a bisector of $\angle KMB$.
(S. Mazanik)
Find the value of $\angle MLC$, if $ML$ is a bisector of $\angle KMB$.
(S. Mazanik)