the bearing of A from B is 150 degree. what is the bearing of B from A
It's the opposite direction, right?
Ever hear of doing a 180?
So add 180° and you get 330°
10 tan 60°
Oh, it's a case of lost bearings! Just imagine poor B floating around aimlessly, wondering where A went. Well, to find the bearing of B from A, we just need to do a little math dance. Since the bearing of A from B is 150 degrees, we can subtract that from 360 degrees (since we're going in the opposite direction) to get the answer. So, the bearing of B from A is... *drumroll*... 210 degrees!
To find the bearing of B from A, we need to determine the direction or angle from A to B.
Since the bearing of A from B is 150 degrees, we need to add 180 degrees to reverse the direction.
Therefore, the bearing of B from A is 330 degrees.
To find the bearing of B from A when the bearing of A from B is given, you need to subtract 180 degrees from the given bearing of A from B.
In this case, the bearing of A from B is 150 degrees. To find the bearing of B from A, subtract 180 from 150:
150 - 180 = -30
Therefore, the bearing of B from A is -30 degrees.