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Radians to Degrees Converter

Convert radians to degrees.

Result

0

Degrees

1 Radians = 57.2958 Degrees

How to convert Radians to Degrees?

Radians and degrees measure angles. The relationship is:

  • π radians = 180°
  • 1 radian = 180/π degrees

To convert Radians to Degrees, multiply radians by 180/π.

Formula: Degrees = Radians × (180 ÷ π)

Step-by-Step Calculation

  1. Take the number of Radians you want to convert (e.g., π/2).
  2. Multiply that value by 180/π.
  3. The result is the value in Degrees. (Example: (π/2) × 180/π = 90°).

How to use this converter?

Enter radians and instantly get degrees—useful for geometry, navigation, and when you need degree-based angles.

Common Radians to Degrees Conversions

Quick reference guide for common radian values.

0 = 0°
π/6 = 30°
π/4 = 45°
π/3 = 60°
π/2 = 90°
2π/3 = 120°
π = 180°
3π/2 = 270°
= 360°
1 rad ≈ 57.2958°

Tip: Keep π for exact answers

In math, radian values often include π. Converting using 180/π preserves the exact relationship.

Common Radians to Degrees Conversions

Common Radians to Degrees Conversions Data Table
Radians InputDegrees Result
0
π/630°
π/445°
π/360°
π/290°
2π/3120°
π180°
3π/2270°
360°
1 rad57.2958°

Frequently Asked Questions

How do I convert radians to degrees?

Multiply radians by 180/π to get degrees.

How many degrees is π radians?

π radians equals 180°.

How many degrees is π/2 radians?

π/2 radians equals 90°.

What is 1 radian in degrees?

1 radian is approximately 57.2958°.

Is 57.2958 exact?

It’s a rounded decimal value of 180/π. The exact conversion uses 180/π.