The Importance of the x-then-y Argument Order in Functions
When working with functions that take both an x and y input, it is generally preferred to provide the x-coordinate followed by the y-coordinate as arguments. This convention holds true for various mathematical functions, including atan2, and it promotes consistency and compatibility with established mathematical principles.
Consistency with Function Composition By following the x-then-y argument order, we align ourselves with the concept of function composition. In function composition, the output of one function becomes the input of another. By convention, the input of a function is typically written on the right side, while the output is on the left. Therefore, when providing arguments to a function, it is natural to follow the same order: x first, then y.
Simplifying Function Composition Adhering to the x-then-y argument order simplifies the process of function composition. When composing functions, it is often necessary to pass the output of one function as the input to another. By consistently using the x-then-y order, we can easily chain functions together without the need for additional adjustments or transformations.
Promoting Readability and Understanding Following the x-then-y argument order in functions enhances code readability and comprehension. When reviewing or collaborating on code, it is easier for others to understand the purpose and behavior of a function when the arguments are provided in a consistent and predictable order. This convention reduces confusion and promotes efficient communication among developers.
Compatibility with Existing Conventions The x-then-y argument order is widely used in mathematics and programming, making it a familiar convention for many developers. By adhering to this convention, we ensure compatibility with existing libraries, frameworks, and mathematical concepts. This compatibility allows for easier integration of functions and promotes interoperability across different systems and platforms.
In conclusion, the x-then-y argument order in functions, including atan2, is a convention that promotes consistency, simplifies function composition, enhances code readability, and ensures compatibility with existing mathematical principles and conventions. By following this convention, we can write more readable and maintainable code and facilitate effective collaboration among developers.
now keep in mind this is just my opinion