Question

Если угол АОВ = углу АОС=50градусов то могут ли быть перпендикулярными ОВ и ОС?

Answer 1

нет,50+50 =100,а должно быть 90

Answer 2

Perpendicularity of OV and OS

To determine if OV and OS can be perpendicular, we need to consider the given information that angle AOV is equal to angle AOS, both measuring 50 degrees.

In a Euclidean plane, two lines are perpendicular if they intersect at a right angle, which means the measure of the angle formed between them is 90 degrees. Therefore, if OV and OS are perpendicular, the angle between them should be 90 degrees.

However, based on the given information, the angles AOV and AOS are both 50 degrees. Since 50 degrees is not equal to 90 degrees, we can conclude that OV and OS cannot be perpendicular.

Therefore, OV and OS cannot be perpendicular.