Пусть \(\angle\) AOC = x, тогда \(\angle\) COB = 3x.
Так как \(\angle\) AOB = \(\angle\) AOC + \(\angle\) COB, то x + 3x = 160°.
4x = 160°
x = 40°
Следовательно, \(\angle\) AOC = 40°, а \(\angle\) COB = 3 * 40° = 120°.
Ответ: \(\angle\) AOC = 40°, \(\angle\) COB = 120°