In the parallelogram KMNP, the bisector of the angle MKP is drawn, which intersects the side MN in cm

In the parallelogram KMNP, the bisector of the angle MKP is drawn, which intersects the side MN in cm, and the perimeter of the parallelogram is 52.

The condition of the problem is not fully laid out, but the main idea is as follows: in the parallelogram, the bisector cuts off the isosceles triangle and, if we denote the intersection point of the bisector with the side MN by A, then MK = MA …



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