Final answer:
To calculate the bearing of R from Q, one must determine the x and y components of R based on the given magnitude and direction, then use trigonometric identities to find the resultant magnitude and the angle θ, which gives the bearing in degrees.
Step-by-step explanation:
The question involves calculating the bearing of a point R from another point Q. Bearings are measured in degrees, starting at north and moving clockwise around the compass. To work out the bearing, we need to understand the given information properly and apply trigonometric principles to calculate the angle.
In the data provided, there are several components, but if we have a specific scenario with point R at a certain distance from Q and making an angle with the north or east direction, we can use the formula R = √ Rx² + Ry² to calculate the resultant magnitude of R, and θ = tan⁻¹ (Ry/Rx) to determine its direction.
The step-by-step calculation would involve determining the x and y components of R from the given angle and magnitude, calculating the magnitude of R using those components, and finally calculating the bearing or direction from Q to R using trigonometric identities to find the angle θ with respect to north.