The AOB is 30 degrees and the BOC is 50 degrees. Find the degree measure of the angle
| March 15, 2021 | education
The AOB is 30 degrees and the BOC is 50 degrees. Find the degree measure of the angle formed by the bisectors of the angles AOB and BOC.
To solve this task, remember that the bisector is a straight line that divides the angle in half. Let us calculate the degree measure of the angles formed by the bisector when dividing the angle AOB, knowing that AOB is equal to 30 degrees.
30/2 = 15 degrees.
Let us calculate the degree measure of the angles formed by the bisector when dividing the ВOC angle, knowing that the ВOC is 50 degrees.
50/2 = 25 degrees.
Let’s calculate the degree measure of the angle formed by the bisectors of the angles AOB and BOC.
25 + 15 = 40 degrees.
Answer: 40 degrees.
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