Angle Converter

Professional Angle Converter

Precision is paramount when dealing with angular measurements in geometry, physics, or web development. Tolz.io provides a robust Angle Converter that handles complex rotations and unit shifts in real-time. Whether you are calculating planetary orbits or simply rotating a <div> in CSS, our tool ensures your values are mathematically sound.


Supported Angular Units

Our converter bridges the gap between different mathematical standards:

  • Degrees (°): The universal standard for navigation and basic geometry.

  • Radians (rad): The essential unit for calculus and high-level physics.

  • Gradians (gon): Commonly used in surveying and civil engineering.

  • Circles/Turns: Useful for mechanical cycles and frequency calculations.

Why Use Our Converter?

  1. High Precision: We use advanced floating-point arithmetic to ensure that your conversions (especially between Degrees and Radians) maintain scientific accuracy.

  2. Instant Results: No page reloads. As you type your value, the converted units appear immediately across all fields.

  3. Local Execution: Like all tools on Tolz.io, the logic runs in your browser. Your calculation data is never transmitted to our servers, protecting your project's privacy.


Practical Applications

  • Web Development: Convert degrees to radians for use in the HTML5 Canvas API or JavaScript's Math.sin() and Math.cos() functions.

  • Graphic Design: Perfect for calculating precise rotation angles in vector software or CSS transform: rotate() properties.

  • Engineering & Surveying: Quickly switch between Gradians and Degrees for topographical maps and site planning.


Frequently Asked Questions (FAQ)

Q: How many degrees are in one Radian? A: One radian is approximately 57.2958 degrees. Our tool provides the exact decimal expansion required for professional-grade work.

Q: Does this tool handle negative angles? A: Yes, the converter accurately processes negative angular values, which is essential for representing counter-clockwise rotations or phase shifts.

Q: Is there a limit to the input size? A: No. You can input very large or very small angular values, and the converter will handle them according to standard scientific notation.