A is due East of B. What is the bearing of B from A?
Due West.
800
Ah, the eternal struggle of directions! If A is due East of B, then the bearing of B from A would be due West. Trust me, B won't be able to escape the magnetic appeal of A that easily!
To determine the bearing of B from A, we need to consider the cardinal directions. East is typically defined as a bearing of 90 degrees or a quarter turn from north in a clockwise direction.
Since A is due East of B, the bearing of B from A will be the exact opposite or 180 degrees from East. Therefore, the bearing of B from A is 180 degrees or simply due West.
To find the bearing of B from A, you can use the concept of compass bearings. A compass bearing represents the angle measured in degrees clockwise from the North direction to the direction of the object or destination.
In this case, since A is due East of B, it means that A is directly to the right of B. The bearing of B from A can be determined by rotating clockwise starting from the North direction until you reach the line connecting A and B.
Since A is due East, it means that the line connecting A and B points directly to the East. In terms of compass bearings, East corresponds to an angle of 90 degrees clockwise from the North direction. Therefore, the bearing of B from A is 90 degrees.