Internal one-sided angles with parallel straight lines are equal to 46 degrees and 134 degrees.
| February 18, 2021 | education
Internal one-sided angles with parallel straight lines are equal to 46 degrees and 134 degrees. Find the angle at which the bisectors of these angles intersect.
Since the segment AC is the bisector of the angle BAM, then the angle BAC = BAM / 2 = 134/2 = 67.
The ВD segment is the bisector of the AВK angle, then the AВD angle = AВK / 2 = 46/2 = 23.
In triangle AOB, define the angle AOB.
Angle AOB = (180 – OAB – OBA) = (180 – 67 – 23) = 90.
Answer: The angle between the bisectors of the angles is 90.
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