In triangle ABC, angle A = 30 degrees, angle C = 60 degrees. CD-bisector of angle C. Find angle CDB.

since the CD is bisecting, it divides the angle to hit, which means the angle of the BCD will be 30, and the angle B itself will be equal to 180-60-30 = 90, which means the angle of the CDB will be located as 180-30-90 = 60
answer 60 °



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