Final answer:
The question is incomplete without specific speeds and bearings for each ship. Normally, one would use trigonometry and vector addition to compute the distances and bearings, but without the necessary data, we cannot provide a numerical answer.
Step-by-step explanation:
The original question was incomplete and did not provide enough information to calculate the distances between ships X and Y, or the bearings of point P from each ship. However, we can discuss how one would approach such a problem given adequate information.
To calculate the distance between the ships after 2 hours, we need to know the speed and bearing of each ship. Using trigonometry and vector addition, one can determine the position of each ship relative to the port, and then calculate the distance between the two positions.
To find the bearing from ship Y to point P, and vice versa for ship X, we would again use trigonometry, calculating the angle from the north direction (taken as 0 degrees) corresponding to the inverse tangent of the latitude and longitude differences between P and the ship's position after 2 hours.
Without specific speed and bearing values, we can't provide numerical answers, but this is the method that would be used if such values were known.