Radian to Degree Converter
1 rad = 57.2958 °
FORMULA
1 rad = 57.2958 °
CONVERSION TABLE
| Radian (rad) | Degree (°) |
|---|---|
| 1 rad | 57.2958 ° |
| 5 rad | 286.4789 ° |
| 10 rad | 572.9578 ° |
| 25 rad | 1,432.39 ° |
| 50 rad | 2,864.79 ° |
| 100 rad | 5,729.58 ° |
| 250 rad | 14,323.94 ° |
| 500 rad | 28,647.89 ° |
| 1,000 rad | 57,295.78 ° |
COMMON VALUES
RELATED CONVERSIONS
About Radian (rad)
The SI unit of angular measure, one radian is the angle subtended at the center of a circle by an arc equal in length to the radius. A full circle is 2*pi radians (approximately 6.283 rad). Radians are essential in calculus and physics because trigonometric functions have their simplest derivatives when angles are in radians.
About Degree (°)
One 360th of a full rotation, the degree has been used since ancient Babylonian astronomy, likely chosen because 360 approximates the number of days in a year and has many convenient divisors. Navigation, surveying, architecture, and everyday angle descriptions all use degrees as their primary unit.
How to Convert Radian to Degree
The conversion formula is: 1 rad = 57.2958 °. To convert from Radian (rad) to Degree (°), use the formula above or the interactive converter at the top of this page.
FAQ
How many Degree in 1 Radian?
1 Radian (rad) equals 57.2958 Degree (°).
How to convert Radian to Degree?
Multiply the Radian value by 57.2958 to get the equivalent in Degree. Formula: 1 rad = 57.2958 °
What is the formula for Radian to Degree conversion?
1 rad = 57.2958 °
Glossary
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Latitude & Longitude
Latitude and longitude are a geographic coordinate system using angular degrees to uniquely identify any point on Earth's surface, with latitude ranging ±90° and longitude ±180°.
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Bearing
A bearing is the horizontal direction of travel or of a target, measured clockwise in degrees from north (0°/360°), with east at 90°, south at 180°, and west at 270°.