Consider the diagram below - HSC - SSCE Mathematics Standard - Question 14 - 2021 - Paper 1

To determine the true bearing of point A from point B, we first recognize that bearings are measured clockwise from the North direction.

1. From the diagram, point A is at a 25° angle from the North towards the East (E). This forms a clockwise angle from North to the line AB.

2. Next, to find the bearing from point B to point A, we need to calculate the angle moving clockwise from point N through points E and then to point B.

3. The bearing can thus be calculated as:

   $ext{Bearing from B to A} = 360° - 25° = 335°$

However, since we are looking for the bearing from A to B, we take:

$ext{Bearing from A to B} = 360° - 335° = 25°$

4. Therefore, the true bearing of A from B is:

   • D. 295° (which is obtained by measuring the angle clockwise around back to the North direction from point A's position.)

Thus, the correct answer is option D: 295°.