The first aircraft is located 19 miles east, 24 miles north, and 10 miles above the tracking station, while the second aircraft is positioned 26 miles east, 30 miles north, and 13 miles above the tracking station.
Given the coordinates of the two aircraft relative to the tracking station, (19, 24, 10) and (26, 30, 13), we can determine their positions in three-dimensional space.
To understand the positions of the aircraft relative to the tracking station, we can use the Cartesian coordinate system, where the x-axis represents east, the y-axis represents north, and the z-axis represents vertical distance.
1. Aircraft 1:
The coordinates (19, 24, 10) for the first aircraft mean that it is located 19 miles east, 24 miles north, and 10 miles above the tracking station. This can be visualized as the aircraft being 19 miles to the right (east), 24 miles up (north), and 10 miles above the origin (tracking station).
2. Aircraft 2:
The coordinates (26, 30, 13) for the second aircraft indicate that it is positioned 26 miles east, 30 miles north, and 13 miles above the tracking station. Similarly, this can be visualized as the aircraft being 26 miles to the right (east), 30 miles up (north), and 13 miles above the origin (tracking station).