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Radians to Degrees Converter

Convert angles from radians to degrees instantly. Perfect for geometry, physics, and trigonometry.

Angle Studio

rad
°
Common Angle Benchmarks:
Angle Visualizer
90°
180°
270°
Circle represents 0° to 360° (Counter-Clockwise)
1 rad = 57.2958°
1 radian is roughly 57.3 degrees.

Radians to Degrees Table

RadiansDegrees
0.5 rad28.65°
1 rad57.30°
1.5 rad85.94°
2 rad114.59°
3.14159 rad180.00°

Degrees to Radians Table

DegreesRadians
30°0.5236 rad
45°0.7854 rad
90°1.5708 rad
180°3.1416 rad
360°6.2832 rad

Overview & Capabilities

Convert angles from radians to degrees instantly. Perfect for geometry, physics, and trigonometry.

Tutorial

How to Use

01
Enter the angle in Radians to see the equivalent in Degrees.
02
Alternatively, enter a value in the Degrees field to calculate Radians.
03
Use the "Power Search" for natural language queries.
Capabilities

Key Features

**Precision Formula**: Based on the standard 180/π ratio.
**Interactive Angle Visualizer**: See the angle on a circle.
**Reactive NLP Parser**: Type "1 rad to deg" or "90 deg in rad" for instant conversion.
Answers

Frequently Asked Questions

Q How many degrees are in 1 radian?

There are approximately 57.2958 degrees in 1 radian.

Q What is the formula to convert radians to degrees?

Multiply radians by 180 and divide by π (pi).

Q What is the formula to convert degrees to radians?

Multiply degrees by π (pi) and divide by 180.

Q What are radians and degrees?

Degrees are a measurement system that divides a full circle into 360 equal parts. It is common in navigation and architecture. Radians are the standard unit of angular measure used in mathematics, defined by the radius of a circle: when the arc length equals the radius, the angle is exactly 1 radian.

Q How is Pi related to radians and degrees?

Pi (π) is the bridge between linear and circular measurement. Because the circumference of a circle is 2πr, a full 360° rotation is equal to 2π radians. Consequently, π rad = 180°, π/2 rad = 90°, and π/4 rad = 45°.