If the bearing of B from A is 180° . What is the bearing of A from B.
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If the bearing of B from A is 180°, it means that B is directly opposite A in a straight line. In this case, the bearing of A from B would also be 180° since they are in the exact opposite direction of each other.
If the bearing of B from A is 180°, it means that B is directly opposite A. Therefore, the bearing of A from B would also be 180°.
This is because the bearing of a point from another point is always measured clockwise from the north direction. If the bearing of B from A is 180°, it implies that B is directly south of A. Therefore, when we measure the bearing of A from B, we would go directly north and meet A, giving us a bearing of 180°.
To find the bearing of A from B, we need to subtract 180° from 360°, which gives us 180°.
Explanation:
The bearing of B from A is given as 180°. In bearings, the angle is measured clockwise from the north direction. So, if we imagine standing at point A and facing north, the bearing of B from A is 180°, meaning B is directly opposite to A.
To find the bearing of A from B, we can imagine standing at B and facing north. Since B is directly opposite to A, the bearing from B to A would be the opposite direction, which is also 180°.
In conclusion, the bearing of A from B is 180°.