In triangle ABC it is known that the angle BAC = 24 degrees, and AD is bisectrix. Find the angle BAD.

ABC – triangle;

BAC angle = 24 °;

AD – bisector.

Find the corner BAD.

Since the bisector divides the BAC angle in half, then the BAC angle is equal to half the BAC angle.

We get:

Angle BAD = 1/2 * angle BAC = 1/2 * 24 ° = 24 ° / 2 = (2 * 12/2) ° = (1 * 12/10) ° = (12/1) ° = 12 °.

This means that the angle BAD = 12 °.