The bearing of point A from point B is 060degree. What is the bearing of point B from point A
just add 180°
To find the bearing of point B from point A, we can add or subtract 180 degrees from the bearing of point A from point B.
In this case, the bearing of point A from point B is 060 degrees. To find the bearing of point B from point A, we need to add 180 degrees.
Bearing of point B from point A = 060 degrees + 180 degrees = 240 degrees.
Therefore, the bearing of point B from point A is 240 degrees.
To determine the bearing of point B from point A, you would need to subtract 180 degrees from the bearing of point A from point B.
In this case, the bearing of point A from point B is given as 060 degrees.
So, subtracting 180 degrees from 060 degrees will give you the bearing of point B from point A:
Bearing of point B from point A = 060 degrees - 180 degrees
= -120 degrees
Therefore, the bearing of point B from point A is -120 degrees.