The ABC angle is straight, the BM beam is drawn so that the angle MBC = 120 °, the ВK beam is the bisector
| March 15, 2021 | education
The ABC angle is straight, the BM beam is drawn so that the angle MBC = 120 °, the ВK beam is the bisector of the ABC angle. Calculate the degree measure of the angle of the MВK. How many solutions does the problem have?
MВK angle = MВС angle + СВK angle
angle MВK = 120 ° + 45 °
angle MВK = 165 °
angle MВK = angle MВС – angle СВK
angle MВK = 120 ° – 45 °
angle MВK = 75 °
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