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This reflects points horizontally, where every point on the right of the y-axis has a corresponding point on the left which is one of the fundamental properties of even functions.
Conclusion
Understanding these transformations is crucial not only for graphing basic functions but also for tackling more complex examples. By mastering vertical and horizontal stretching and compression, as well as reflections, you can gain significant insight into the behavior of various functions and their representations on the coordinate plane.
Stay tuned for more enlightening discussions on mathematical transformations, where we'll dive deeper into complex function examples and enhance our grasp further!