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1. COORDINATE SYSTEM The default PPL coordinate system is defined in Figure 1-1. (0,0) +x +y Label Feed Direction (exit) Fig. 1-1 PPL coordinate system The default origin point (0,0) is at the top

How to fill out 1 coordinate system orientation

To fill out 1 coordinate system orientation, follow these steps:

1. Start by identifying the origin point of the coordinate system. This is usually denoted as (0, 0).
2. Determine the horizontal axis, also known as the x-axis. This axis represents the values for the x-coordinate. Label it accordingly.
3. Next, determine the vertical axis, known as the y-axis. This axis represents the values for the y-coordinate. Label it accordingly.
4. Decide on the scale or units to be used for the axes. This will depend on the specific application or context.
5. Mark the values on both axes according to the chosen scale or units. For example, if the x-axis represents time in hours, mark the values as 1, 2, 3, and so on.
6. Plot any specific points or coordinates on the graph by locating them based on their x and y values. Connect them with straight lines if necessary.
7. Finally, add a title and any necessary labels or legends to the coordinate system to provide further information.
8. Mathematicians and statisticians: They often use coordinate systems to graph and analyze data, solve equations, and visualize mathematical concepts.
9. Engineers and architects: These professionals may utilize coordinate systems to accurately blueprint structures, plot measurements, and calculate distances.
10. Geographers and cartographers: They rely on coordinate systems to map and represent geographical locations, features, and boundaries.
11. Navigation and GPS users: Understanding coordinate systems allows them to interpret and navigate using latitude and longitude coordinates.
12. Programmers and computer scientists: They often work with coordinate systems to design and develop algorithms, computer graphics, and user interfaces.
13. Surveyors and land planners: They use coordinate systems to survey and create accurate land maps, measure land boundaries, and determine property locations.

Overall, anyone who needs to represent, analyze, or work with two-dimensional data or spatial relationships can benefit from understanding and using 1 coordinate system orientation.

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