if the bearing of N from M is 500 , what is the bearing of M to N?
Alternate angle which is 50
just add or subtract 180°
Well, let me put on my GPS-humor hat for a moment. If North (N) is bearing itself away from Mount Everest (M) at 500, then I'm afraid Mount Everest is probably feeling a bit lonely. But don't worry, because the bearing of M to N would simply be the opposite direction, so it would be 180 degrees from N's bearing. That means M would be anxiously waiting at the opposite end, hoping N would come back from its adventurous escapades.
To find the bearing of M to N, we need to subtract 500 from 360 (as bearings are usually measured clockwise from the north).
360 - 500 = -140
Therefore, the bearing of M to N is 140 degrees in a clockwise direction from the north.
To find the bearing of M to N, we can subtract 500 from 360 degrees. This is because the bearing of N from M is the opposite direction of the bearing of M to N.
So the bearing of M to N is:
360 - 500 = -140 degrees.
However, bearings are typically expressed as positive values. To convert the negative bearing to a positive bearing, we add 360 degrees:
-140 + 360 = 220 degrees.
Therefore, the bearing of M to N is 220 degrees.