Answer :
Answer:
To solve this problem, we can first draw a diagram to visualize the situation.
Let's denote the points as follows:
- P is the starting point.
- Q is the point that is 150 degrees from P.
- R is the point that is 60 degrees from Q.
From the information given, we know that PQ is 5m and QR is 3m.
To find the bearing of point R from point P, we can use the concept of bearings in navigation. The bearing of a point is the angle measured clockwise from the north direction to the line joining the two points.
First, we need to find the direction from P to Q:
Since the bearing of Q from P is 150 degrees, the direction from P to Q is 150 degrees clockwise from the north direction.
Next, let's find the direction from Q to R:
Since the bearing of R from Q is 60 degrees, the direction from Q to R is 60 degrees clockwise from the line segment joining Q to R.
Now, to find the total bearing from P to R, we add the bearings of P to Q and Q to R:
Total bearing from P to R = (150 degrees + 60 degrees) degrees
Total bearing from P to R = 210 degrees
Therefore, the bearing of point R from point P is 210 degrees.