![]() For a point (x, y), the reflected point will have coordinates (-y, -x). ![]() What is a reflection across the Y = -x axis? A reflection across the Y = -x axis is a transformation that swaps the x and y-coordinates of a point. What is the reflection calculator? A reflection calculator is a tool or mathematical method used to determine the coordinates of a point after reflecting it over a specific line or axis, such as the x-axis or y-axis. For a function, apply the same reflection rule to each point on the graph. How do you reflect over the x-axis? To reflect a point (x, y) over the x-axis, keep the x-coordinate (x) the same and negate the y-coordinate (-y). If you are reflecting a function, use the reflection rule to change the sign of the y-coordinate of each point on the graph.If you are reflecting a point (x, y), the reflected point will have the same x-coordinate (x) but a negative y-coordinate (-y). ![]() Enter the coordinates of the point or the equation of the function into the calculator.How do you find the reflection across the x-axis on a calculator? To find the reflection across the x-axis on a calculator, follow these steps: The x-coordinate remains unchanged, while the sign of the y-coordinate is negated to perform the reflection. In this table, the original coordinates of each point are listed, and then the reflected coordinates after the reflection across the x-axis are shown in the rightmost column. Reflected Coordinates (Reflection across the x-axis) ![]() Here’s the table showing the original coordinates and the reflected coordinates: Point To find the reflected coordinates after the reflection across the x-axis, we keep the x-coordinate the same and negate the y-coordinate. Let’s consider the following points for the demonstration: Reflection Across the X-Axis Calculator Reflection Across the X-Axis Calculator Enter the x-coordinate of the point: Enter the y-coordinate of the point: Calculate Reflection ![]()
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