# Reflection Over the X Axis Calculator

**Introduction**

Calculating the reflection of a point over the X-axis is a fundamental operation in mathematics, especially in geometry. This process involves determining the new coordinates of a point after it is reflected over the X-axis. In this article, we will explore how to use a JavaScript calculator to perform this calculation efficiently.

**How to Use**

To use the Reflection Over the X Axis Calculator, simply input the coordinates of the point in the provided fields. The calculator will then generate the reflected coordinates as output. Click the “Calculate” button to initiate the computation.

**Formula**

The formula for reflecting a point (x, y) over the X-axis is straightforward:

This means that only the y-coordinate is negated, leaving the x-coordinate unchanged.

**Example**

Let’s take an example to illustrate the concept. Consider a point with coordinates (3, 4). After reflecting it over the X-axis, the new coordinates will be (3, -4).

**FAQs**

**Q: Can I input decimal values for coordinates?**

A: Yes, the calculator supports decimal values for both x and y coordinates.

**Q: Is the calculator case-sensitive?** A: No, the calculator is not case-sensitive. It treats all input values uniformly.

**Q: Can I use negative numbers for coordinates?**

A: Absolutely! The calculator accommodates negative numbers without any issues.

**Conclusion**

The Reflection Over the X Axis Calculator provides a quick and accurate way to determine the reflected coordinates of a point. Whether you’re a student studying geometry or a professional working with spatial data, this tool simplifies the calculation process.