The bisector BD is drawn in triangle ABC. Angle A = 50 degrees, angle B = 60 degrees. Find the angles of triangle CBD

To solve this problem, we will have to use the rule for finding the corners.

So let’s start finding.

The angle BCA will be = 180 – angle A – angle B. Thus, we will have it equal to 70 °.

We decide further.

The DBC angle, in turn, will be = angle B / 2 = 30 °.

Well, angle BDC = 180 – angle DBC – angle C.

Substitute the value, and we get that the angle BDC = 80 °.

And that corner was the last one we needed to find.

That is, we solved this problem, found everything that was required of us, this will be the answer.