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A small problem in the excellent training of mathematics in grade three in Kyrgyzstan.
This is actually the property theorem of triangle bisector:

The two line segments formed by the bisector of the angle of a triangle are proportional to the two adjacent sides of the angle.

C is the extension of CN∨AB and AM in n?

And then △ABM∽△NCM?

∴AB/NC=BM/CM?

Can you prove ∠CAN=∠ANC?

∴AC=CN?

∴AB/AC=MB/MC?