Liudmyla Hetmanenko

The circle touches AB and AC the lateral sides of the isosceles triangle ABC at the vertices B and C.

On the arc of this circle, which lies inside this triangle, there is a point K so that the distances from it to the sides AB and AC are equal to 24 cm and 6 cm appropriately.

Find the distance from point K to side BC.

The circle touches AB and AC the lateral sides of the isosceles triangle ABC at the vertices B and C.

On the arc of this circle, which lies inside this triangle, there is a point K so that the distances from it to the sides AB and AC are equal to 24 cm and 6 cm appropriately.

Find the distance from point K to side BC.

Construction of a figure with the conditions imposed in the statement:

Let's take a point

The perpendicular (r) through

We construct the two circles (

Let

Angel Montesdeoca. May, 2024