To find the bearing of q from r, we can first find the bearings of q and r from a common point.
The bearing of r from p is 120 degrees, which means that the angle between the direction from p to r and the north direction is 120 degrees.
The bearing of q from p is 300 degrees, which means that the angle between the direction from p to q and the north direction is 300 degrees.
To find the bearing of q from r, we need to find the angle between the direction from p to r and the direction from p to q. This can be done by subtracting the bearing of r from p from the bearing of q from p:
Bearing of q from r = (Bearing of q from p) - (Bearing of r from p)
Bearing of q from r = 300 - 120
Bearing of q from r = 180 degrees
Therefore, the bearing of q from r is 180 degrees.
If p, q and r are points such that the bearing of q from p is 300 decrees and the bearing of r from p is 120 decrees. Find the bearing of q from r
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